Removal of DBP Precursors by GAC Adsorption - Water Research ...
Removal of DBP Precursors by GAC Adsorption - Water Research ...
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American <strong>Water</strong> Works Association<br />
RESEARCH FOUNDATION<br />
<strong>Removal</strong> <strong>of</strong><br />
<strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong><br />
GAG <strong>Adsorption</strong><br />
Subject Area:<br />
<strong>Water</strong> Treatment
<strong>Removal</strong> <strong>of</strong><br />
<strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong><br />
GAG <strong>Adsorption</strong>
The mission <strong>of</strong> the A WWA <strong>Research</strong> Foundation is to advance the science <strong>of</strong> water to<br />
improve the quality <strong>of</strong> life. Funded primarily through annual subscription payments from<br />
over 900 utilities, consulting firms, and manufacturers in North America and abroad,<br />
AWWARF sponsors research on all aspects <strong>of</strong> drinking water, including supply and<br />
resources, treatment, monitoring and analysis, distribution, management, and health<br />
effects.<br />
From its headquarters in Denver, Colorado, the A WWARF staff directs and supports<br />
the efforts <strong>of</strong> over 500 volunteers, who are the heart <strong>of</strong> the research program. These<br />
volunteers, serving on various boards and committees, use their expertise to select and<br />
monitor research studies to benefit the entire drinking water community.<br />
<strong>Research</strong> findings are disseminated through a number <strong>of</strong> technology transfer activi<br />
ties, including research reports, conferences, videotape summaries, and periodicals.
<strong>Removal</strong> <strong>of</strong><br />
DBF <strong>Precursors</strong> <strong>by</strong><br />
<strong>GAC</strong> <strong>Adsorption</strong><br />
Prepared <strong>by</strong><br />
Douglas M. Owen and Zaid K. Chowdhury<br />
Malcolm Pirnie, Inc.<br />
703 Palomar Airport Road, Suite 150<br />
Carlsbad, CA 92009<br />
R. Scott Summers, Stuart M. Hooper, and<br />
Gabriele Solarik<br />
Department <strong>of</strong> Civil and Environmental Engineering<br />
University <strong>of</strong> Cincinnati, Cincinnati, OH 45221<br />
Kimberly Gray<br />
Department <strong>of</strong> Civil Engineering<br />
Northwestern University, Evanston, IL 60208<br />
Sponsored <strong>by</strong>:<br />
AWWA <strong>Research</strong> Foundation<br />
6666 West Quincy Avenue<br />
Denver, CO 80235-3098<br />
Published <strong>by</strong> the<br />
AWWA <strong>Research</strong> Foundation and<br />
American <strong>Water</strong> Works Association
Disclaimer<br />
This study was funded <strong>by</strong> the AWWA <strong>Research</strong> Foundation (AWWARF).<br />
AWWARF assumes no responsibility for the content <strong>of</strong> the research study<br />
reported in this publication or for the opinions or statements <strong>of</strong> fact expressed in the<br />
report. The mention <strong>of</strong> trade names for commercial products does not represent or imply<br />
the approval or endorsement <strong>of</strong> AWWARF. This report is presented solely for informational purposes.<br />
Library <strong>of</strong> Congress Cataloging-in-Publication Data<br />
<strong>Removal</strong> <strong>of</strong> DBF precursors <strong>by</strong> gac adsorption / prepared <strong>by</strong> R. Scott<br />
Summers ... [et al.]; sponsored <strong>by</strong> AWWA <strong>Research</strong> Foundation,<br />
xxxiii, 284 p. 21.5x28cm.<br />
Includes bibliographical references.<br />
ISBN 0-89867-941-9<br />
1. <strong>Water</strong>-Purification-Organic compounds removal. 2. <strong>Water</strong>-<br />
Purification <strong>Adsorption</strong>. 3. Carbon, Activated. 4. <strong>Water</strong>-<br />
Purification-Disinfection-By-products. I. Summers, R. Scott.<br />
II. AWWA <strong>Research</strong> Foundation.<br />
TD427.07R46 1998<br />
628.1 '64 dc21 97-31908<br />
CIP<br />
Copy right 1998<br />
<strong>by</strong><br />
AWWA <strong>Research</strong> Foundation<br />
and<br />
American <strong>Water</strong> Works Association<br />
Printed in the U.S.A.<br />
ISBN 0-89867-941 -9 Printed on recycled paper.
Contents<br />
List <strong>of</strong> Tables ............................................... xi<br />
List <strong>of</strong> Figures ............................................... xv<br />
Foreword ................................................. xxv<br />
Acknowledgments ........................................... xxvii<br />
Executive Summary .......................................... xxix<br />
Chapter 1 Introduction ...................................... 1<br />
Regulatory Agenda, 2<br />
<strong>GAC</strong> Treatment Issues, 2<br />
Adsorbability <strong>of</strong> Natural Organic Matter, 2<br />
Blending <strong>of</strong> Contactor Effluents, 3<br />
DBF Speciation and Formation Conditions, 3<br />
Evaluation <strong>of</strong> Process Variables, 3<br />
Study Objectives, 4<br />
Chapter 2 Materials and Methods<br />
Experimental Approach, 7<br />
Testing Program, 7<br />
Sample Collection and Handling, 8<br />
Experimental Procedures, 8<br />
Analytical Methods, 12<br />
Standard Methods, 12<br />
Nonstandard Methods, 15<br />
Quality Assurance-Quality Control, 18<br />
Chapter 3 Using the RSSCT for Prediction <strong>of</strong> Field-Scale<br />
NOM <strong>Removal</strong> and DBF Control <strong>by</strong> <strong>GAC</strong><br />
<strong>Adsorption</strong> ....................................... 21<br />
Objectives and Approach, 22<br />
Results and Discussion, 23<br />
Ohio River <strong>Water</strong>, 23<br />
Lake Gaillard <strong>Water</strong>, 23
vi <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Mississippi River <strong>Water</strong>, 24<br />
Passaic River <strong>Water</strong>, 24<br />
Summary, 24<br />
Chapter 4 Comparison <strong>of</strong> Breakthrough Patterns for<br />
Simulated Distribution System and Uniform<br />
Formation Condition DBFs ......................... 37<br />
Experimental Conditions, 37<br />
Results and Discussion, 38<br />
Ohio River <strong>Water</strong>, 38<br />
Lake Gaillard <strong>Water</strong>, 39<br />
Mississippi River <strong>Water</strong>, 39<br />
Summary, 40<br />
Chapter 5 NOM Characterization ............................ 47<br />
Objectives, 47<br />
Raw <strong>Water</strong> NOM Characterization, 48<br />
Approach, 48<br />
Results and Discussion, 48<br />
Field-Scale NOM Characterization, 51<br />
Approach, 51<br />
Results and Discussion, 51<br />
Bench-Scale NOM Characterization, 54<br />
Approach, 54<br />
Results and Discussion, 54<br />
Summary, 60<br />
Chapter 6 Design and Operational Considerations .............. 81<br />
Impact <strong>of</strong> EBCT on <strong>Adsorption</strong> Behavior, 82<br />
Objectives and Approach, 82<br />
Results and Discussion, 83<br />
Impact <strong>of</strong> Blending, 85<br />
Objectives and Approach, 87<br />
Results and Discussion, 87<br />
NOM Desorption and the Impact <strong>of</strong> Backwashing, 88<br />
Objectives and Approach, 89<br />
Results and Discussion, 90<br />
Summary, 90<br />
Impact <strong>of</strong> EBCT on <strong>Adsorption</strong> Behavior, 90<br />
Impact <strong>of</strong> Blending, 91<br />
NOM Desorption and the Impact <strong>of</strong> Backwashing, 91
Contents vii<br />
Chapter 7 The Impact <strong>of</strong> Optimized Coagulation on NOM<br />
<strong>Removal</strong> and DBF Control <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong> ....... 109<br />
Objectives and Approach, 109<br />
Experimental Conditions, 110<br />
Results and Discussion, 110<br />
Effect <strong>of</strong> Coagulation Pretreatment on<br />
Specific DBF Yield <strong>of</strong> <strong>GAC</strong> Effluent, 114<br />
Impact <strong>of</strong> Pretreatment on NOM Fraction Characteristics<br />
After <strong>GAC</strong>, 117<br />
Humic-Nonhumic Fractionation, 117<br />
Molecular Size Fractionation, 118<br />
PY-GC-MS Fractionation, 119<br />
Summary, 120<br />
Chapter 8 The Impact <strong>of</strong> Ozonation and Biological Filtration on<br />
NOM <strong>Removal</strong> and DBF Control <strong>by</strong> <strong>GAC</strong> ............ 135<br />
Objectives and Approach, 135<br />
Experimental Conditions, 136<br />
Impact <strong>of</strong> Pretreatment on <strong>GAC</strong> Breakthrough Behavior:<br />
Results and Discussion, 136<br />
Effect <strong>of</strong> Ozonation and Biological Filtration on Specific<br />
<strong>DBP</strong> Yield <strong>of</strong> <strong>GAC</strong>, 140<br />
Impact <strong>of</strong> Ozonation and Biological Filtration on NOM<br />
Fraction Characteristics After <strong>GAC</strong>, 142<br />
Humic-Nonhumic Fractionation, 142<br />
Molecular Size Fractionation, 143<br />
PY-GC-MS Fractionation, 144<br />
Summary, 146<br />
Chapter 9 Impact <strong>of</strong> Treatment on <strong>DBP</strong> Speciation .............. 167<br />
Results and Discussion, 167<br />
<strong>GAC</strong> Effluent <strong>DBP</strong> Speciation, 167<br />
Bromine Incorporation Factor, 168<br />
Optimized Coagulation, 169<br />
Ozonation and Biological Filtration, 170<br />
Summary, 172<br />
Chapter 10 The Impact <strong>of</strong> NOM Preloading on SOC <strong>Adsorption</strong><br />
Behavior ........................................ 181<br />
Objectives and Approach, 181<br />
Results and Discussion, 182<br />
Summary, 184
viii <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Chapter 11 Relationship Among NOM Characteristics, <strong>Removal</strong><br />
<strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> Treatment, and<br />
DBF Formation .................................. 189<br />
Overview <strong>of</strong> Characterization Techniques, 189<br />
Molecular Size Fractionation, 190<br />
Humic-Nonhumic Fractionation, 191<br />
The Role <strong>of</strong> TOC and UV2J4 , 192<br />
Pyrolysis GC-MS, 192<br />
Raw <strong>Water</strong> Characteristics, 193<br />
Effect <strong>of</strong> Coagulation, 193<br />
Effect <strong>of</strong> Ozone and Bi<strong>of</strong>iltration, 194<br />
Chapter 12 Evaluation <strong>of</strong> Design Criteria and Costs .............. 199<br />
<strong>GAC</strong> Design Parameters, 199<br />
Empty Bed Contact Time, 200<br />
Carbon Usage Rate, 200<br />
Effect <strong>of</strong> Pretreatment, 201<br />
Determination <strong>of</strong> Design Criteria, 201<br />
<strong>Water</strong> Quality Goals, 201<br />
Single-Contactor Breakthrough Curves, 202<br />
Effect <strong>of</strong> Blending From Multiple Contactors, 204<br />
Cost Curve Development, 204<br />
Process Components for <strong>GAC</strong>, 204<br />
Process Components for Pretreatment, 205<br />
Design Parameters, 205<br />
Cost Factors, 206<br />
Cost Curves, 208<br />
Verification <strong>of</strong> Costs, 208<br />
<strong>GAC</strong> Treatment Costs for Participating Utilities, 210<br />
Cincinnati <strong>Water</strong>works, 210<br />
City <strong>of</strong> Phoenix, 212<br />
Passaic Valley <strong>Water</strong> Commission, 212<br />
Florida Cities <strong>Water</strong> Company, 213<br />
Implications for Process Optimization, 213<br />
Empty Bed Contact Time, 213<br />
Pretreatment Optimization, 214<br />
Chapter 13 Conclusions and Recommendations .................. 223<br />
Verification <strong>of</strong> RSSCT Results, 223<br />
Impact <strong>of</strong> <strong>GAC</strong> Treatment on NOM Characteristics and<br />
<strong>DBP</strong> Yield, 224
Contents ix<br />
Impact <strong>of</strong> Operational Characteristics and Pretreatment<br />
on <strong>GAC</strong> Performance, 225<br />
Estimation <strong>of</strong> Design Criteria and Conceptual Costs<br />
for <strong>GAC</strong> Treatment, 226<br />
Appendix A: RSSCT Design .................................. 229<br />
Appendix B: A Statistical Method for the Comparison <strong>of</strong><br />
RSSCT and Field-Scale <strong>GAC</strong> Breakthrough<br />
Curves ........................................ 231<br />
Appendix C: Development <strong>of</strong> a New Test for Disinfection<br />
By-Product Formation Assessment: Uniform<br />
Formation Conditions ............................ 247<br />
References ................................................. 277<br />
List <strong>of</strong> Abbreviations ......................................... 283
Tables<br />
ES.l Participating utilities and source water characteristics xxxi<br />
ES.2 Summary <strong>of</strong> experimental program xxxi<br />
ES.3 Parameters for the UFC test xxxiii<br />
2.1 Summary <strong>of</strong> water quality parameters for water sources 6<br />
2.2 Field-scale <strong>GAC</strong> systems 7<br />
2.3 Summary <strong>of</strong> experimental program 8<br />
2.4 Laboratories performing sample analyses for experimental<br />
program 9<br />
2.5 Field-scale and RSSCT verification operation parameters 10<br />
2.6 Summary <strong>of</strong> analytical methods 13<br />
2.7 UFC and SDS chlorination conditions 15<br />
2.8 Specifications for PY-GC-MS analysis 18<br />
2.9 Summary <strong>of</strong> detection limits and precisions for analytical<br />
methods 19<br />
3.1 RSSCT and field-scale <strong>GAC</strong> contactor design parameters 22<br />
4.1 UFC and SDS chlorination conditions 38<br />
4.2 DBF formation in <strong>GAC</strong> influent under UFC and SDS<br />
conditions 39<br />
5.1 Summary <strong>of</strong> raw water fractionation and BDOC results 49<br />
5.2 Specific TTHM yields <strong>of</strong> raw waters 49<br />
5.3 PY-GC-MS classification <strong>of</strong> raw waters 49<br />
5.4 Summary <strong>of</strong> seasonal water quality monitoring BDOC results 50<br />
5.5 PY-GC-MS classification <strong>of</strong> seasonal samples 51<br />
5.6 Summary <strong>of</strong> field-scale <strong>GAC</strong> influent humic-nonhumic<br />
fractionation results for ORW, LOW, MRW, and PRW 52<br />
5.7 Summary <strong>of</strong> ORW and PRW field-scale BDOC results 53<br />
5.8 Summary <strong>of</strong> bench-scale <strong>GAC</strong> influent fractionation results 55<br />
5.9 Specific TTHM yields <strong>of</strong> bench-scale <strong>GAC</strong> influents 56<br />
5.10 Summary <strong>of</strong> BDOC results for PRW at bench scale 5 8<br />
5.11 PY-GC-MS classification <strong>of</strong> Ohio River water 5 8<br />
5.12 PY-GC-MS classification <strong>of</strong> Lake Gaillard water 58<br />
5.13 PY-GC-MS classification <strong>of</strong> Mississippi River water 59<br />
5.14 PY-GC-MS classification <strong>of</strong> Passaic River water 59
xii <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
5.15 PY-GC-MS classification <strong>of</strong> Salt River Project water 61<br />
5.16 PY-GC-MS classification <strong>of</strong> Florida groundwater 61<br />
5.17 Average DOC distribution <strong>of</strong> river waters with<br />
breakthrough: Nonhumic and humic fractions 62<br />
5.18 Average DOC distribution <strong>of</strong> river waters with<br />
breakthrough: Molecular size fractions 62<br />
6.1 Summary <strong>of</strong> bed lives for different effluent criteria 84<br />
6.2 Impact <strong>of</strong> blending on bed life 89<br />
7.1 Raw water characteristics for Chapter 7 experiments 111<br />
7.2 Treated water characteristics for Chapter 7 experiments 111<br />
7.3 Summary <strong>of</strong> <strong>DBP</strong> surrogate and DBF concentrations prior to<br />
<strong>GAC</strong> treatment 112<br />
7.4 Effect <strong>of</strong> coagulation pretreatment on <strong>GAC</strong> breakthrough<br />
characteristics 113<br />
7.5 Effect <strong>of</strong> coagulation pretreatment on relationship between<br />
<strong>GAC</strong> effluent TOC and <strong>DBP</strong> formation 116<br />
7.6 Impact <strong>of</strong> coagulation treatment on humic-nonhumic and<br />
molecular size fractionation 117<br />
7.7 PY-GC-MS classification <strong>of</strong> ORW: Enhanced coagulation 120<br />
7.8 PY-GC-MS classification <strong>of</strong> SRPW: Enhanced coagulation 121<br />
8.1 Summary <strong>of</strong> experimental conditions for ozonation and<br />
biological filtration 137<br />
8.2 Summary <strong>of</strong> <strong>GAC</strong> influent characteristics after ozonation<br />
and biological filtration 137<br />
8.3 Summary <strong>of</strong> impact <strong>of</strong> ozonation and biological filtration on<br />
<strong>GAC</strong> performance 138<br />
8.4 Summary <strong>of</strong> the effect <strong>of</strong> ozonation and biotreatment on the<br />
relationship between TOC and <strong>DBP</strong> formation 141<br />
8.5 Impact <strong>of</strong> ozonation and biotreatment on humic-nonhumic<br />
and MS fractionation results 143<br />
8.6 PY-GC-MS classification <strong>of</strong> ORW: Ozonation and<br />
biotreatment 145<br />
8.7 PY-GC-MS classification <strong>of</strong> PRW: Ozonation and<br />
biotreatment 145<br />
8.8 PY-GC-MS classification <strong>of</strong> FGW: Ozonation and<br />
biotreatment 145<br />
9.1 Effect <strong>of</strong> optimized coagulation on <strong>DBP</strong> speciation 169<br />
9.2 Effect <strong>of</strong> ozonation and biological filtration on <strong>DBP</strong><br />
speciation 171<br />
10.1 Summary <strong>of</strong> operating conditions for preloaded <strong>GAC</strong> 182
Tables<br />
xiii<br />
10.2 Comparison <strong>of</strong> <strong>GAC</strong> residual capacity for DCE 183<br />
12.1 Estimates <strong>of</strong> CURs for the participating utilities 203<br />
12.2 Treatment plant flows considered for cost curves 206<br />
12.3 Indices used in developing cost curves 207<br />
12.4 Factors applied to construction cost estimates 207<br />
12.5 Unit costs for building and operating materials 207<br />
12.6 Comparison <strong>of</strong> costs for the <strong>GAC</strong> processes 209<br />
12.7 Comparison <strong>of</strong> costs for optimized coagulation 209<br />
12.8 Comparison <strong>of</strong> ozone facilities costs 210<br />
12.9 Estimates <strong>of</strong> <strong>GAC</strong> treatment costs for the participating<br />
utilities 211
Figures<br />
3.1 Full-scale and RSSCT TOC breakthrough for Ohio River<br />
water 26<br />
3.2 Full-scale and RSSCT UV254 breakthrough for Ohio River<br />
water 26<br />
3.3 Full-scale and RSSCT SDS-TOX breakthrough for Ohio<br />
River water 27<br />
3.4 Full-scale and RSSCT SDS-TTHM breakthrough for Ohio<br />
River water 27<br />
3.5 Full-scale and RSSCT SDS-HAA6 breakthrough for Ohio<br />
River water 28<br />
3.6 Full-scale and RSSCT SDS-CH breakthrough for Ohio River<br />
water 28<br />
3.7 Pilot-scale and RSSCT TOC breakthrough for Lake Gaillard<br />
water 29<br />
3.8 Pilot-scale and RSSCT SDS-TOX breakthrough for Lake<br />
Gaillard water 29<br />
3.9 Pilot-scale and RSSCT SDS-TTHM breakthrough for Lake<br />
Gaillard water 30<br />
3.10 Pilot-scale and RSSCT SDS-HAA5 breakthrough for Lake<br />
Gaillard water 30<br />
3.11 Pilot-scale and RSSCT TOC breakthrough for Mississippi<br />
River water 31<br />
3.12 Pilot-scale and RSSCT UV254 breakthrough for Mississippi<br />
River water 31<br />
3.13 Pilot-scale and RSSCT SDS-TOX breakthrough for<br />
Mississippi River water 32<br />
3.14 Pilot-scale and RSSCT SDS-TTHM breakthrough for<br />
Mississippi River water 32<br />
3.15 Pilot-scale and RSSCT SDS-HAA6 breakthrough for<br />
Mississippi River water 33<br />
3.16 Pilot-scale and RSSCT SDS-CH breakthrough for<br />
Mississippi River water 33<br />
3.17 Pilot-scale and RSSCT TOC breakthrough for Passaic<br />
River water 34<br />
3.18 Pilot-scale and RSSCT UV 254 breakthrough for Passaic<br />
River water 34<br />
XV
xvi <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
3.19 Pilot-scale and RSSCT SDS-TOX breakthrough for Passaic<br />
River water 35<br />
3.20 Pilot-scale and RSSCT SDS-TTHM breakthrough for Passaic<br />
River water 35<br />
3.21 Pilot-scale and RSSCT SDS-HAA6 breakthrough for Passaic<br />
River water 36<br />
3.22 Pilot-scale and RSSCT SDS-CH breakthrough for Passaic River<br />
water 36<br />
4.1 Effect <strong>of</strong> chlorination conditions on RSSCT TTHM<br />
breakthrough for Ohio River water 41<br />
4.2 Effect <strong>of</strong> chlorination conditions on RSSCT HAA6<br />
breakthrough for Ohio River water 41<br />
4.3 Effect <strong>of</strong> chlorination conditions on RSSCT TOX<br />
breakthrough for Ohio River water 42<br />
4.4 Effect <strong>of</strong> chlorination conditions on RSSCT TTHM<br />
breakthrough for Lake Gaillard water 42<br />
4.5 Effect <strong>of</strong> chlorination conditions on RSSCT HAA5<br />
breakthrough for Lake Gaillard water 43<br />
4.6 Effect <strong>of</strong> chlorination conditions on RSSCT TOX<br />
breakthrough for Lake Gaillard water 43<br />
4.7 Effect <strong>of</strong> chlorination conditions on RSSCT TTHM<br />
breakthrough for Mississippi River water 44<br />
4.8 Effect <strong>of</strong> chlorination conditions on RSSCT HAA6<br />
breakthrough for Mississippi River water 44<br />
4.9 Effect <strong>of</strong> chlorination conditions on RSSCT TOX<br />
breakthrough for Mississippi River water 45<br />
4.10 Effect <strong>of</strong> chlorination conditions on RSSCT CH<br />
breakthrough for Mississippi River water 45<br />
5.1 Seasonal variation <strong>of</strong> nonhumic and humic fractions for<br />
Ohio River raw water 63<br />
5.2 Specific TTHM yields <strong>of</strong> nonhumic and humic fractions for<br />
Ohio River seasonal raw water samples 63<br />
5.3 Seasonal variation <strong>of</strong> nonhumic and humic fractions for<br />
Passaic River raw water 64<br />
5.4 Specific TTHM yields <strong>of</strong> nonhumic and humic fractions for<br />
Passaic River seasonal raw water samples 64<br />
5.5 Full-scale nonhumic and humic fraction breakthrough for<br />
Ohio River water 65<br />
5.6 Full-scale nonhumic and humic fraction breakthrough for<br />
Lake Gaillard water 65<br />
5.7 Full-scale nonhumic and humic fraction breakthrough for<br />
Mississippi River water 66
Figures xvii<br />
5.8 Pilot-scale nonhumic and humic fraction breakthrough for<br />
Passaic River water 66<br />
5.9 Pilot-scale BDOC breakthrough for Mississippi River water 67<br />
5.10 Example curve showing sampling points for NOM<br />
characterization at bench scale 67<br />
5.11 Bench-scale nonhumic and humic fraction<br />
breakthrough for Ohio River water 68<br />
5.12 Bench-scale specific TTHM yields <strong>of</strong> humic<br />
and nonhumic fractions for Ohio River water 68<br />
5.13 Bench-scale nonhumic and humic fraction<br />
breakthrough for Lake Gaillard water 69<br />
5.14 Bench-scale specific TTHM yields <strong>of</strong> humic<br />
and nonhumic fractions for Lake Gaillard water 69<br />
5.15 Bench-scale nonhumic and humic fraction<br />
breakthrough for Mississippi River water 70<br />
5.16 Bench-scale specific TTHM yields <strong>of</strong> humic and<br />
nonhumic fractions for Mississippi River water 70<br />
5.17 Bench-scale nonhumic and humic fraction<br />
breakthrough for Passaic River water 71<br />
5.18 Bench-scale specific TTHM yields <strong>of</strong> nonhumic<br />
and humic fractions for Passaic River water 71<br />
5.19 Bench-scale nonhumic and humic fraction<br />
breakthrough for Salt River Project water 72<br />
5.20 Bench-scale specific TTHM yields <strong>of</strong> nonhumic<br />
and humic fractions for Salt River Project water 72<br />
5.21 Bench-scale nonhumic and humic fraction<br />
breakthrough for Florida groundwater 73<br />
5.22 Bench-scale specific TTHM yields <strong>of</strong> nonhumic<br />
and humic fractions for Florida groundwater 73<br />
5.23 Molecular size fraction breakthrough for Ohio River water 74<br />
5.24 Specific TTHM yields <strong>of</strong> MS fractions for Ohio River water 74<br />
5.25 Molecular size fraction breakthrough for Lake Gaillard water 75<br />
5.26 Specific TTHM yields <strong>of</strong> MS fractions for Lake Gaillard water 75<br />
5.27 Molecular size fraction breakthrough for Mississippi River<br />
water 76<br />
5.28 Specific TTHM yields <strong>of</strong> MS fractions for Mississippi River<br />
water 76<br />
5.29 Molecular size fraction breakthrough for Passaic River water 77<br />
5.30 Specific TTHM yields <strong>of</strong> MS fractions for Passaic River water 77<br />
5.31 Molecular size fraction breakthrough for Salt River Project<br />
water 78<br />
5.32 Specific TTHM yields <strong>of</strong> MS fractions for Salt River Project<br />
water 78<br />
5.33 Molecular size fraction breakthrough for Florida groundwater 79<br />
5.34 Specific TTHM yields <strong>of</strong> MS fractions for Florida groundwater 79
xviii <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
5.35 Effect <strong>of</strong> BR~:DOC on DOC fractions for <strong>GAC</strong> influent for<br />
six waters 80<br />
6.1 Model simulation <strong>of</strong> the effect <strong>of</strong> EBCT on TOC breakthrough<br />
for the Ohio River water 92<br />
6.2 Model simulation <strong>of</strong> the effect <strong>of</strong> EBCT on normalized TOC<br />
breakthrough for Ohio River water 92<br />
6.3 Effect <strong>of</strong> EBCT on TOC breakthrough for Ohio River water 93<br />
6.4 Effect <strong>of</strong> EBCT on normalized TOC breakthrough for Ohio<br />
River water 93<br />
6.5 Effect <strong>of</strong> EBCT on normalized UV254 breakthrough for Ohio<br />
River water 94<br />
6.6 Effect <strong>of</strong> EBCT on normalized UFC-TOX breakthrough for<br />
Ohio River water 94<br />
6.7 Effect <strong>of</strong> EBCT on normalized UFC-TTHM breakthrough for<br />
Ohio River water 95<br />
6.8 Effect <strong>of</strong> EBCT on normalized UFC-HAA6 breakthrough for<br />
Ohio River water 95<br />
6.9 Effect <strong>of</strong> EBCT on TOC breakthrough for Passaic River water 96<br />
6.10 Effect <strong>of</strong> EBCT on normalized TOC breakthrough for Passaic<br />
River water 96<br />
6.11 Effect <strong>of</strong> EBCT on normalized UFC-TTHM breakthrough for<br />
Passaic River water 97<br />
6.12 Effect <strong>of</strong> EBCT on TOC breakthrough for Salt River Project<br />
water 97<br />
6.13 Effect <strong>of</strong> EBCT on normalized TOC breakthrough for Salt<br />
River Project water 98<br />
6.14 Effect <strong>of</strong> EBCT on normalized UFC-TOX breakthrough for<br />
Salt River Project water 98<br />
6.15 Effect <strong>of</strong> EBCT on TOC breakthrough for Florida groundwater 99<br />
6.16 Effect <strong>of</strong> EBCT on normalized TOC breakthrough for Florida<br />
groundwater 99<br />
6.17 Effect <strong>of</strong> EBCT on normalized UFC-TTHM breakthrough for<br />
Florida groundwater 100<br />
6.18 Operation <strong>of</strong> multiple <strong>GAC</strong> contactors in parallel 100<br />
6.19 Individual breakthrough curves <strong>of</strong> multiple contactors operated<br />
in parallel 101<br />
6.20 Blended <strong>GAC</strong> effluent from multiple contactors operated in<br />
parallel 101<br />
6.21 Effect <strong>of</strong> blending on TOC breakthrough for Passaic River<br />
water 102<br />
6.22 Effect <strong>of</strong> blending on UFC-TTHM breakthrough for Passaic<br />
River water 102<br />
6.23 Effect <strong>of</strong> blending on TOC breakthrough for Salt River<br />
Project water 103
Figures xix<br />
6.24 Effect <strong>of</strong> blending on UFC-TTHM breakthrough for Salt River<br />
Project water 103<br />
6.25 Effect <strong>of</strong> blending on TOC breakthrough for Florida<br />
groundwater 104<br />
6.26 Effect <strong>of</strong> blending on UFC-TTHM breakthrough for Florida<br />
groundwater 104<br />
6.27 NOM desorption for Passaic River water: TOC levels 105<br />
6.28 NOM desorption for Passaic River water: UV254 levels 105<br />
6.29 Impact <strong>of</strong> backwashing on TOC breakthrough for Passaic<br />
River water 106<br />
6.30 Impact <strong>of</strong> backwashing on UV254 breakthrough for Passaic<br />
River water 106<br />
6.31 Impact <strong>of</strong> backwashing on UFC-TTHM breakthrough for<br />
Passaic River water 107<br />
7.1 Effect <strong>of</strong> coagulation pretreatment on TOC breakthrough for<br />
Ohio River water 122<br />
7.2 Effect <strong>of</strong> coagulation pretreatment on UV254 breakthrough for<br />
Ohio River water 122<br />
7.3 Effect <strong>of</strong> coagulation pretreatment on TTHM breakthrough for<br />
Ohio River water 123<br />
7.4 Effect <strong>of</strong> coagulation pretreatment on HAA6 breakthrough for<br />
Ohio River water 123<br />
7.5 Effect <strong>of</strong> coagulation pretreatment on TOX breakthrough for<br />
Ohio River water 124<br />
7.6 Effect <strong>of</strong> coagulation pretreatment on CH breakthrough for<br />
Ohio River water 124<br />
7.7 Effect <strong>of</strong> coagulation pretreatment on TOC breakthrough for<br />
Salt River Project water 125<br />
7.8 Effect <strong>of</strong> coagulation pretreatment on UV254 breakthrough for<br />
Salt River Project water 125<br />
7.9 Effect <strong>of</strong> coagulation pretreatment on TTHM breakthrough for<br />
Salt River Project water 126<br />
7.10 Effect <strong>of</strong> coagulation pretreatment on HAA6 breakthrough for<br />
Salt River Project water 126<br />
7.11 Effect <strong>of</strong> coagulation pretreatment on TOX breakthrough for<br />
Salt River Project water 127<br />
7.12 Effect <strong>of</strong> coagulation pretreatment on CH breakthrough for<br />
Salt River Project water 127<br />
7.13 Effect <strong>of</strong> coagulation pretreatment on the relationship between<br />
TOC and TTHM formation during <strong>GAC</strong> breakthrough for<br />
Ohio River water 128<br />
7.14 Four possible outcomes based on regression analysis with<br />
categorical variables 128
xx <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
7.15 Effect <strong>of</strong> coagulation pretreatment on the relationship between<br />
TOC and HAA6 formation during <strong>GAC</strong> breakthrough for<br />
Ohio River water 129<br />
7.16 Effect <strong>of</strong> coagulation pretreatment on the relationship between<br />
TOC and TOX formation during <strong>GAC</strong> breakthrough for Ohio<br />
River water 129<br />
7.17 Effect <strong>of</strong> coagulation pretreatment on the relationship beween<br />
TOC and TTHM formation during <strong>GAC</strong> breakthrough for<br />
Salt River Project water 130<br />
7.18 Effect <strong>of</strong> coagulation pretreatment on the relationship between<br />
TOC and HAA6 formation during <strong>GAC</strong> breakthrough for<br />
Salt River Project water 130<br />
7.19 Effect <strong>of</strong> coagulation pretreatment on the relationship between<br />
TOC and TOX formation during <strong>GAC</strong> breakthrough for<br />
Salt River Project water 131<br />
7.20 Effect <strong>of</strong> coagulation pretreatment on humic and nonhumic<br />
fraction breakthrough for Ohio River water 131<br />
7.21 Effect <strong>of</strong> coagulation pretreatment on the specific UFC-TTHM<br />
yields <strong>of</strong> humic-nonhumic fractions for Ohio River water 132<br />
7.22 Effect <strong>of</strong> coagulation pretreatment on humic and nonhumic<br />
fraction breakthrough for Salt River Project water 132<br />
7.23 Effect <strong>of</strong> coagulation pretreatment on molecular size fraction<br />
breakthrough for Ohio River water 133<br />
7.24 Effect <strong>of</strong> coagulation pretreatment on the specific UFC-TTHM<br />
yields <strong>of</strong> molecular size fractions for Ohio River water 133<br />
7.25 Effect <strong>of</strong> coagulation pretreatment on molecular size fraction<br />
breakthrough for Salt River Project water 134<br />
7.26 Effect <strong>of</strong> coagulation pretreatment on the specific UFC-TTHM<br />
yields <strong>of</strong> molecular size fractions for Salt River Project water 134<br />
8.1 Effect <strong>of</strong> ozonation and biotreatment on normalized TOC<br />
breakthrough for Ohio River water 148<br />
8.2 Effect <strong>of</strong> ozonation and biotreatment on TOC breakthrough for<br />
Ohio River water 148<br />
8.3 Effect <strong>of</strong> ozonation and biotreatment on UV254 breakthrough for<br />
Ohio River water 149<br />
8.4 Effect <strong>of</strong> ozonation and biotreatment on UFC-TOX breakthrough<br />
for Ohio River water 149<br />
8.5 Effect <strong>of</strong> ozonation and biotreatment on UFC-TTHM<br />
breakthrough for Ohio River water 150<br />
8.6 Effect <strong>of</strong> ozonation and biotreatment on UFC-HAA6<br />
breakthrough for Ohio River water 150<br />
8.7 Effect <strong>of</strong> ozonation and biotreatment on normalized TOC<br />
breakthrough for Passaic River water 151
Figures xxi<br />
8.8 Effect <strong>of</strong> ozonation and biotreatment on TOC breakthrough for<br />
Passaic River water 151<br />
8.9 Effect <strong>of</strong> ozonation and biotreatment on UV254 breakthrough for<br />
Passaic River water 152<br />
8.10 Effect <strong>of</strong> ozonation and biotreatment on UFC-TOX<br />
breakthrough for Passaic River water 152<br />
8.11 Effect <strong>of</strong> ozonation and biotreatment on UFC-TTHM<br />
breakthrough for Passaic River water 153<br />
8.12 Effect <strong>of</strong> ozonation and biotreatment on UFC-HAA6<br />
breakthrough for Passaic River water 153<br />
8.13 Effect <strong>of</strong> ozonation and biotreatment on normalized TOC<br />
breakthrough for Florida groundwater 154<br />
8.14 Effect <strong>of</strong> ozonation and biotreatment on TOC breakthrough for<br />
Florida groundwater 154<br />
8.15 Effect <strong>of</strong> ozonation and biotreatment on UV254 breakthrough for<br />
Florida groundwater 155<br />
8.16 Effect <strong>of</strong> ozonation and biotreatment on UFC-TOX breakthrough<br />
for Florida groundwater 155<br />
8.17 Effect <strong>of</strong> ozonation and biotreatment on UFC-TTHM<br />
breakthrough for Florida groundwater 156<br />
8.18 Effect <strong>of</strong> ozonation and biotreatment on UFC-HAA6<br />
breakthrough for Florida groundwater 156<br />
8.19 Effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and TOX formation during <strong>GAC</strong><br />
breakthrough for Ohio River water 157<br />
8.20 Effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and TTHM formation during <strong>GAC</strong><br />
breakthrough for Ohio River water 157<br />
8.21 Effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and HAA6 formation during <strong>GAC</strong><br />
breakthrough for Ohio River water 158<br />
8.22 Effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and TOX formation during <strong>GAC</strong> breakthrough<br />
for Passaic River water 158<br />
8.23 Effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and TTHM formation during <strong>GAC</strong><br />
breakthrough for Passaic River water 159<br />
8.24 Effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and HAA6 formation during <strong>GAC</strong><br />
breakthrough for Passaic River water 159<br />
8.25 Effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and TOX formation during <strong>GAC</strong> breakthrough<br />
for Florida groundwater 160
xxii <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
8.26 Effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and TTHM formation during <strong>GAC</strong><br />
breakthrough for Florida groundwater 160<br />
8.27 Effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and HAA6 formation during <strong>GAC</strong><br />
breakthrough for Florida groundwater 161<br />
8.28 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic<br />
fraction breakthrough for Ohio River water 161<br />
8.29 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic<br />
fraction specific yields for Ohio River water 162<br />
8.30 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic<br />
fraction breakthrough for Passaic River water 162<br />
8.31 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic<br />
fractionation for Florida groundwater 163<br />
8.32 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic<br />
fraction specific yields for Passaic River water 163<br />
8.33 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic<br />
fraction specific yields for Florida groundwater 164<br />
8.34 Effect <strong>of</strong> ozonation and biotreatment on MS fraction<br />
breakthrough for Ohio River water 164<br />
8.35 Effect <strong>of</strong> ozonation and biotreatment on specific yields for MS<br />
fractions for Ohio River water 165<br />
8.36 Effect <strong>of</strong> ozonation and biotreatment on MS fraction<br />
breakthrough for Passaic River water 165<br />
8.37 Effect <strong>of</strong> ozonation and biotreatment on MS fraction<br />
breakthrough for Florida groundwater 166<br />
8.38 Effect <strong>of</strong> ozonation and biotreatment on specific yields for<br />
MS fractions for Passaic River water 166<br />
9.1 <strong>GAC</strong> breakthrough <strong>of</strong> THM species in Ohio River water after<br />
conventional treatment 173<br />
9.2 <strong>GAC</strong> breakthrough <strong>of</strong> THM species in Ohio River water after<br />
optimized coagulation 173<br />
9.3 <strong>GAC</strong> breakthrough <strong>of</strong> THM species in Salt River Project water<br />
after conventional treatment 174<br />
9.4 <strong>GAC</strong> breakthrough <strong>of</strong> HAA species in Salt River Project water<br />
after optimized coagulation 174<br />
9.5 <strong>GAC</strong> breakthrough <strong>of</strong> THM species in Passaic River water after<br />
conventional treatment 175<br />
9.6 <strong>GAC</strong> breakthrough <strong>of</strong> THM species in Passaic River water after<br />
ozonation and biotreatment 175<br />
9.7 <strong>GAC</strong> breakthrough <strong>of</strong> HAA species in Florida groundwater after<br />
conventional treatment 176<br />
9.8 <strong>GAC</strong> breakthrough <strong>of</strong> HAA species in Florida groundwater after<br />
ozonation and biotreatment 176
Figures xxiii<br />
9.9 Effect <strong>of</strong> treatment on THM bromine incorporation factor (n)<br />
forORW 177<br />
9.10 Effect <strong>of</strong> treatment on THM bromine incorporation factor (n) for<br />
SRPW 177<br />
9.11 Impact <strong>of</strong> pretreatment on THM bromine incorporation factor (n)<br />
for Passaic River water 178<br />
9.12 Impact <strong>of</strong> pretreatment on THM bromine incorporation factor (n)<br />
for Florida groundwater 178<br />
9.13 Effect <strong>of</strong> treatment on HAA bromine incorporation factor (n') for<br />
ORW 179<br />
9.14 Effect <strong>of</strong> treatment on HAA bromine incorporation factor (n') for<br />
Salt River Project water 179<br />
9.15 Effect <strong>of</strong> pretreatment on HAA bromine incorporation factor (n')<br />
for Passaic River water 180<br />
9.16 Effect <strong>of</strong> pretreatment on HAA bromine incorporation factor (n')<br />
for Florida groundwater 180<br />
10.1 Comparison <strong>of</strong> <strong>GAC</strong> adsorption capacity for DCE under different<br />
matrix conditions <strong>of</strong> Passaic River water 185<br />
10.2 Impact <strong>of</strong> preloading <strong>of</strong> Ohio River water at full and small scale<br />
on DCE adsorption capacity 185<br />
10.3 Impact <strong>of</strong> preloading <strong>of</strong> Lake Gaillard water at pilot and small<br />
scale on DCE adsorption capacity 186<br />
10.4 Impact <strong>of</strong> preloading <strong>of</strong> Mississippi River water at small scale<br />
on DCE adsorption capacity 186<br />
10.5 Impact <strong>of</strong> preloading <strong>of</strong> Salt River Project water at small scale<br />
on DCE adsorption capacity 187<br />
10.6 Impact <strong>of</strong> preloading <strong>of</strong> Florida groundwater at small scale on<br />
DCE adsorption capacity 187<br />
10.7 Correlation between solid phase DCE concentration and<br />
throughput in bed volumes for six sites 188<br />
11.1 Comparison <strong>of</strong> relative breakthroughs for NOM and UFC-<strong>DBP</strong>s<br />
for Ohio River water 196<br />
11.2 Comparison <strong>of</strong> relative breakthroughs for NOM and UFC-<strong>DBP</strong>s<br />
for Mississippi River water 196<br />
11.3 Comparison <strong>of</strong> relative breakthroughs for NOM and UFC-<strong>DBP</strong>s<br />
for Passaic River water 197<br />
11.4 Comparison <strong>of</strong> relative breakthroughs for NOM and UFC-<strong>DBP</strong>s<br />
for Salt River Project water 197<br />
11.5 Comparison <strong>of</strong> relative breakthroughs for NOM and UFC-<strong>DBP</strong>s<br />
for Florida groundwater 198<br />
12.1 Schematic <strong>of</strong> process components for <strong>GAC</strong> 216<br />
12.2 Schematic <strong>of</strong> process components for optimized coagulation 216
xxiv <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> C AC <strong>Adsorption</strong><br />
12.3 Process schematic for ozonation and bi<strong>of</strong>iltration treatment 217<br />
12.4 Cost curves for <strong>GAC</strong> facilities 218<br />
12.5 Cost curves for on-site reactivation 219<br />
12.6 Cost curves for <strong>of</strong>f-site reactivation 220<br />
12:7 Cost curves for optimized coagulation 221<br />
12.8 Cost curves for ozonation 222
Foreword<br />
The AWWA <strong>Research</strong> Foundation is a nonpr<strong>of</strong>it corporation that is<br />
dedicated to the implementation <strong>of</strong> a research effort to help utilities respond to<br />
regulatory requirements and traditional high-priority concerns <strong>of</strong> the industry. The<br />
research agenda is developed through aprocess <strong>of</strong> consultation with subscribers and<br />
drinking water pr<strong>of</strong>essionals. Under the umbrella <strong>of</strong> a Strategic <strong>Research</strong> Plan, the<br />
<strong>Research</strong> Advisory Council prioritizes the suggested projects based upon current<br />
and future needs, applicability, and past work; the recommendations are forwarded<br />
to the Board <strong>of</strong> Trustees for final selection. The foundation also sponsors research<br />
projects through the unsolicited proposal process; the Collaborative <strong>Research</strong>,<br />
<strong>Research</strong> Applications, and Tailored Collaboration programs; and various joint<br />
research efforts with organizations such as the U.S. Environmental Protection<br />
Agency, the U.S. Bureau <strong>of</strong> Reclamation, and the Association <strong>of</strong> California <strong>Water</strong><br />
Agencies.<br />
This publication is a result <strong>of</strong> one <strong>of</strong> these sponsored studies, and it is hoped<br />
that its findings will be applied in communities throughout the world. The following<br />
report serves not only as a means <strong>of</strong> communicating the results <strong>of</strong> the water<br />
industry' s centralized research program but also as a tool to enlist the further support<br />
<strong>of</strong> the nonmember utilities and individuals.<br />
Projects are managed closely from their inception to the final report <strong>by</strong> the<br />
foundation's staff and large cadre <strong>of</strong> volunteers who willingly contribute their time<br />
and expertise. The foundation serves a planning and management function and<br />
awards contracts to other institutions such as water utilities, universities, and<br />
engineering firms. The funding for this research effort comes primarily from the<br />
Subscription Program, through which water utilities subscribe to the research<br />
program and make an annual payment proportionate to the volume <strong>of</strong> water they<br />
deliver and consultants and manufacturers subscribe based on their annual billings.<br />
The program <strong>of</strong>fers a cost-effective and fair method for funding research in the<br />
public interest.<br />
A broad spectrum <strong>of</strong> water supply issues is addressed <strong>by</strong> the foundation's<br />
research agenda: resources, treatment and operations, distribution and storage,<br />
water quality and analysis, toxicology, economics, and management. The ultimate<br />
purpose <strong>of</strong> the coordinated effort is to assist water suppliers to provide the highest<br />
possible quality <strong>of</strong> water economically and reliably. The true benefits are realized<br />
when the results are implemented at the utility level. The foundation's trustees are<br />
pleased to <strong>of</strong>fer this publication as a contribution toward that end.<br />
Granular activated carbon (<strong>GAC</strong>) has been specified <strong>by</strong> the United States<br />
Environmental Protection Agency (USEPA) as a best available technology (BAT)<br />
for removing many contaminants in drinking water. It is known that <strong>GAC</strong> has the<br />
potential to remove precursor compounds for disinfection <strong>by</strong>-products (DBFs), an<br />
important classification <strong>of</strong> contaminants that are currently being regulated, and<br />
therefore it is important to improve the industry's current understanding <strong>of</strong> the<br />
XXV
xxvi<br />
<strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
capability <strong>of</strong> <strong>GAC</strong> to remove precursor compounds. This report examines the<br />
capacity <strong>of</strong> <strong>GAC</strong> to adsorb DBF precursors for several source waters, provides<br />
information relative to the impact <strong>of</strong> pretreatment on <strong>GAC</strong> adsorption, and discusses<br />
the relationship between DBF precursor characteristics and the precursors' ability<br />
to be removed <strong>by</strong> <strong>GAC</strong> treatment.<br />
Julius Ciaccia Jr.<br />
Chair, Board <strong>of</strong> Trustees<br />
AWWA <strong>Research</strong> Foundation<br />
James F. Manwaring, P.E.<br />
Executive Director<br />
AWWA <strong>Research</strong> Foundation
Acknowledgments<br />
The authors <strong>of</strong> this report wish to thank the following participants for their<br />
contributing efforts to this project:<br />
A WWARF Project Managers<br />
Jeffrey L. Oxenford and Joseph Roccaro<br />
Participating Utilities<br />
Cincinnati <strong>Water</strong> Works, Cincinnati, Ohio<br />
City <strong>of</strong> Phoenix <strong>Water</strong> and Wastewater Department, Phoenix, Ariz.<br />
Florida Cities <strong>Water</strong> Company, Sarasota, Fla.<br />
Jefferson Parish Department <strong>of</strong> <strong>Water</strong>, Jefferson Parish, La.<br />
Passaic Valley <strong>Water</strong> Commission, Clifton, N.J.<br />
South Central Connecticut Regional <strong>Water</strong> Authority, New Haven,<br />
Conn.<br />
Other Participants<br />
Kimberley A. Gray, University <strong>of</strong> Notre Dame, Notre Dame, Ind.<br />
David A. Reckhow, University <strong>of</strong> Massachusetts-Amherst, Amherst,<br />
Mass.<br />
John Tobiason, University <strong>of</strong> Massachusetts-Amherst, Amherst, Mass.<br />
Project Advisory Committee<br />
Robert Beaurivage, Manchester, N.H.<br />
Pierre La France, City <strong>of</strong> Laval, Que., Canada<br />
Benjamin Lykins Jr., USEPA, Cincinnati, Ohio.<br />
Technical Review Committee<br />
John C. Crittenden, Michigan Technological University, Houghton,<br />
Mich.<br />
Jack DeMarco, Cincinnati <strong>Water</strong> Works, Cincinnati, Ohio<br />
Philip C. Singer, University <strong>of</strong> North Carolina, Chapel Hill, N.C.<br />
XXV'II
Executive Summary<br />
Background<br />
Granular activated carbon (<strong>GAC</strong>) adsorption is universally recognized as<br />
one <strong>of</strong> the most effective processes for the removal <strong>of</strong> organic matter. <strong>GAC</strong><br />
adsorption has demonstrated multiple uses in water treatment, such as removal <strong>of</strong><br />
(1) taste-and-odor-causing compounds, (2) synthetic organic chemicals (SOCs)<br />
that may be present in industrially impacted source waters, and (3) natural organic<br />
matter (NOM), which serves as a precursor to the formation <strong>of</strong> disinfection <strong>by</strong><br />
products (DBFs). In many instances <strong>GAC</strong> is also considered to be a preferred<br />
medium to support biodegradation <strong>of</strong> some fractions <strong>of</strong> the NOM matrix.<br />
Various aspects <strong>of</strong> the <strong>GAC</strong> adsorption process have been studied in<br />
isolation <strong>by</strong> many researchers, focusing on key aspects <strong>of</strong> this treatment process and<br />
developing great insights into the NOM removal processes. A comprehensive and<br />
systematic study addressing wide variations <strong>of</strong> raw water characteristics and the<br />
effect <strong>of</strong> pretreatment on the removal <strong>of</strong> NOM <strong>by</strong> <strong>GAC</strong>, however, has not been<br />
undertaken thus far. In addition, conclusions regarding design criteria and costs<br />
have <strong>of</strong>ten been based upon bench- or pilot-scale studies composed <strong>of</strong> singlecolumn<br />
experiments evaluating individual compounds. In full-scale applications,<br />
multiple <strong>GAC</strong> contactors are routinely employed to produce the desired water<br />
volume, resulting in significant cost savings from the blending <strong>of</strong> effluents from<br />
<strong>GAC</strong> contactors in different stages <strong>of</strong> maturation with respect to the breakthrough<br />
<strong>of</strong> organic material. The goal <strong>of</strong> this study was to investigate optimization <strong>of</strong> the<br />
<strong>GAC</strong> adsorption process utilizing the most advanced analytical protocols over a<br />
wide range <strong>of</strong> raw water qualities.<br />
Regulatory Implications_________________<br />
The role <strong>of</strong> <strong>GAC</strong> for water treatment has been made prominent <strong>by</strong> recent<br />
regulatory activities that are expected to lower the maximum contaminant level<br />
(MCL) for some DBFs and establish new MCLs for other compounds. These<br />
regulations also recognize the <strong>GAC</strong> adsorption process as a best available technol<br />
ogy (BAT) for DBF precursor removal. As a part <strong>of</strong> the newly promulgated<br />
Information Collection Rule (ICR), the United States Environmental Protection<br />
Agency (USEPA) will require larger utilities treating relatively poorer quality<br />
source water to collect information on <strong>GAC</strong> treatability <strong>by</strong> conducting bench-scale<br />
or pilot-scale <strong>GAC</strong> adsorption studies. Clearly, greater scrutiny is being placed on<br />
<strong>GAC</strong> as a treatment process for controlling DBFs.
xxx <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
The results presented in this report in terms <strong>of</strong> both adsorption behavior<br />
and cost implications provide a preview <strong>of</strong> the national database that will be<br />
developed as a result <strong>of</strong> these USEPA activities. In addition, the results will provide<br />
a more thorough understanding <strong>of</strong> the adsorption characteristics <strong>of</strong> <strong>GAC</strong> adsorption,<br />
with and without pretreatment optimization.<br />
Approach_________________________<br />
There are several factors that affect the design <strong>of</strong> a <strong>GAC</strong> process, including<br />
(1) the breakthrough characteristics <strong>of</strong> the naturally occurring DBF precursors, (2)<br />
the mode <strong>of</strong> operation <strong>of</strong> multiple <strong>GAC</strong> contactors, (3) the type <strong>of</strong> pretreatment<br />
before the adsorption process, and (4) the presence <strong>of</strong> other, competing adsorbing<br />
material. All <strong>of</strong> these factors are addressed in this study. In addition, a protocol was<br />
developed for evaluating the formation <strong>of</strong> DBFs on a uniform basis when multiple<br />
source waters are being compared. This protocol provides a means for directly<br />
comparing precursor material among different sources while at the same time using<br />
criteria that are typical <strong>of</strong> many treatment and distribution systems. Previous to this<br />
study, DBF formation potential (<strong>DBP</strong>FP) was routinely used for comparing precur<br />
sor materials among multiple sources, whereas simulated distribution system (SDS)<br />
conditions were used to assess the conditions expected for a given system. Tests<br />
using the uniform formation conditions (UFC) that were developed during this study<br />
provide a method for addressing both issues simultaneously.<br />
The adsorption behavior <strong>of</strong> NOM onto <strong>GAC</strong> was evaluated <strong>by</strong> conducting<br />
both bench-scale and pilot-scale experiments for a wide variety <strong>of</strong> source waters<br />
from participating utilities. Some raw water characteristics for the participating<br />
utilities are shown in Table ES.l. The NOM before and after <strong>GAC</strong> treatment was<br />
characterized <strong>by</strong> such traditional parameters as NOM surrogates (e.g., total organic<br />
carbon [TOC] and ultraviolet adsorption at 254 nm [UV254]) and DBF formation,<br />
as well as <strong>by</strong> more advanced techniques, including humic-nonhumic fractionation,<br />
molecular weight fractionation, and pyrolysis gas chromatography-mass spectrometry<br />
(PY-GC-MS).<br />
In addition to an evaluation <strong>of</strong> the removal <strong>of</strong> NOM <strong>by</strong> <strong>GAC</strong> treatment, the<br />
fate <strong>of</strong> organic matter through pretreatment (e.g., optimized coagulation; ozonation<br />
and biological filtration) and pretreatment's impact on <strong>GAC</strong> adsorption were<br />
characterized. The effects <strong>of</strong> various process parameters on <strong>GAC</strong> adsorption, such<br />
as empty bed contact time (EBCT), backwashing (which <strong>of</strong>ten results in<br />
restratification <strong>of</strong> adsorption zones), and the competitive adsorption <strong>of</strong> SOCs and<br />
NOM were also evaluated. Finally, experimental and modeling techniques were<br />
developed to use single-column experiments to determine breakthrough character<br />
istics resulting from the blending <strong>of</strong> multiple contactors operating in parallel in a<br />
full-scale facility.<br />
Table ES.2 summarizes the testing program evaluated during this research.<br />
The costs <strong>of</strong> <strong>GAC</strong> treatment with and without optimized coagulation and biological<br />
pretreatment were estimated to provide guideline to utilities that are considering<br />
<strong>GAC</strong> adsorption as a treatment process for DBF precursor removal.
Executive Summary xxxi<br />
Table ES. 1 Participating utilities and source water characteristics<br />
Raw water quality<br />
Utility<br />
name<br />
Cincinnati <strong>Water</strong> Works<br />
Source<br />
water<br />
Ohio River (ORW)<br />
TOC UFC-THM UFC-HAA6<br />
(mg/L) (ug/L) (ug/L)<br />
2.2 87 41<br />
South Central Connecticut<br />
Regional <strong>Water</strong> Authority<br />
Lake Gaillard<br />
(LGW)<br />
2.9 131 I09*<br />
Jefferson Parish <strong>Water</strong> Department<br />
Mississippi River<br />
(MRW)<br />
5.2 102 133<br />
Passaic Valley <strong>Water</strong> Commission<br />
Passaic River<br />
(PRW)<br />
5.0 135 171<br />
City <strong>of</strong> Phoenix<br />
Salt River Project<br />
(SRPW)<br />
2.5 76 36<br />
Florida Cities <strong>Water</strong> Company<br />
Groundwater<br />
(FGW)<br />
13 135 457<br />
HAAS = sum <strong>of</strong> five haloacetic acids<br />
HAA6 = sum <strong>of</strong> six haloacetic acids<br />
THM = trihalomethane<br />
* UFC-HAA5<br />
Table ES.2 Summary <strong>of</strong> experimental<br />
Program stage<br />
Field-scale <strong>GAC</strong> (full- or pilot-scale)<br />
RSSCT verification<br />
Design and operational considerations<br />
Impact <strong>of</strong> EBCT<br />
Impact <strong>of</strong> blending<br />
Impact <strong>of</strong> backwashing<br />
Impact <strong>of</strong> pretreatment<br />
Optimized coagulation<br />
Ozonation and biotreatment<br />
SOC adsorption<br />
program<br />
ORW LGW<br />
X X<br />
X X<br />
X<br />
X<br />
X<br />
X X<br />
Source<br />
MRW PRW SRPW FGW<br />
X X<br />
X X<br />
XXX<br />
XXX<br />
X<br />
X<br />
X X<br />
X XXX<br />
RSSCT = rapid, small-scale column test
xxxii <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Conclusions and Recommendations<br />
The following are the significant conclusions and recommendations devel<br />
oped as a result <strong>of</strong> the experimental program conducted during this research:<br />
Based upon visual and statistical comparisons, bench-scale<br />
experiments using the rapid small-scale column test (RSSCT) were<br />
found to adequately predict NOM breakthrough behavior observed<br />
during pilot- or full-scale applications. Collection <strong>of</strong> a representative<br />
sample was found to be a key to the success <strong>of</strong> RSSCTs. For sources<br />
that show significant seasonal variation in NOM content, multiple<br />
RSSCT experiments are recommended to understand adsorption<br />
behavior subject to seasonal variability. It is also recommended that<br />
RSSCTs be conducted as rapidly as possible for waters with<br />
significant concentrations <strong>of</strong> biodegradable dissolved organic carbon<br />
(BDOC). Any delay due to shipping or other concerns may result in<br />
breakthrough characteristics that will not be similar to those in pilotor<br />
full-scale tests.<br />
The UFC test developed during this research is represented <strong>by</strong> the<br />
parameters in Table ES.3. This protocol can be used for comparing<br />
DBF formation across unique waters and can be used to predict DBF<br />
formation in a distribution system if the system characteristics are<br />
similar to the UFC.<br />
The raw waters evaluated during this study were found, in general,<br />
to be slightly more humic than nonhumic and dominated <strong>by</strong><br />
intermediate molecular size (500 to 3,000 D) fractions. The aromatic<br />
and aliphatic fractions varied widely among sources. Some <strong>of</strong> the<br />
sources that are believed to be industrially impacted also showed<br />
signatures <strong>of</strong> chlorinated fragments, a telltale sign <strong>of</strong> industrial<br />
activities.<br />
Breakthrough <strong>of</strong> dissolved organic carbon (DOC) during <strong>GAC</strong><br />
adsorption was found to be a conservative predictor for the<br />
breakthrough <strong>of</strong> DBF precursors. The early <strong>GAC</strong> effluent samples<br />
containing the nonadsorbable NOM were found to be almost entirely<br />
nonhumic, aliphatic, and <strong>of</strong> small molecular size. Samples later in<br />
the breakthrough curve progressively showed the appearance <strong>of</strong><br />
humic and aromatic fractions and larger molecular size fractions.<br />
The DBF yields <strong>of</strong> the humic fractions were found to be slightly<br />
higher compared to those <strong>of</strong> the nonhumic fractions. No clear<br />
differences in DBF yield were observed with respect to molecular<br />
size.<br />
Pretreatment with coagulation was found to be almost equally<br />
effective on the humic and nonhumic fractions whereas the<br />
intermediate molecular size fractions were preferentially removed.<br />
Ozonation and bi<strong>of</strong>iltration preferentially removed larger and humic<br />
material over smaller and nonhumic material.<br />
Evaluations <strong>of</strong> various EBCTs indicated that the breakthrough curve<br />
could be prolonged with longer EBCTs; however, the production <strong>of</strong><br />
water per unit mass <strong>of</strong> <strong>GAC</strong> (water throughput, or number <strong>of</strong> bed
Executive Summary xxxiii<br />
Table ES.3 Parameters for the UFC test<br />
Parameter Value<br />
Incubation time (hours)<br />
Incubation temperature (°C)<br />
PH<br />
24-hour chlorine residual (mg/L)<br />
24±1<br />
20.0±1.0<br />
8.0±0.2<br />
1.0+0.3<br />
volumes) was not affected <strong>by</strong> EBCTs between 10 and 20 minutes.<br />
Consequently, shorter EBCTs could be preferred in contactor design<br />
because they will result in lower capital costs. Shorter EBCTs will,<br />
however, require more frequent replacement or regeneration <strong>of</strong><br />
carbon.<br />
Based upon experimental and modeling results, blending <strong>of</strong> effluents<br />
from multiple <strong>GAC</strong> contactors was found to significantly prolong<br />
the breakthrough curves and substantially lower the operational<br />
costs. The modeling approach used in this study was found to<br />
adequately predict the blended effluent breakthrough characteristics<br />
based upon experimental results from a single contactor.<br />
Based upon simulated experiments, completely restratifyirrg the<br />
adsorption zone during backwashing may shorten the useful life <strong>of</strong><br />
<strong>GAC</strong> in an adsorption contactor. The capacity <strong>of</strong> <strong>GAC</strong> for adsorbing<br />
SOCs was also found to be reduced as a result <strong>of</strong> NOM adsorption.<br />
The reduction in SOC adsorption was proportional to the amount <strong>of</strong><br />
NOM adsorbed.<br />
Optimizing coagulation pretreatment may result in longer <strong>GAC</strong> life,<br />
whereas the use <strong>of</strong> ozonation and biological filtration prior to <strong>GAC</strong><br />
adsorption may not improve <strong>GAC</strong> adsorption this latter<br />
pretreatment causes a shift to less adsorbable fractions in the <strong>GAC</strong><br />
influent in addition to some removal <strong>of</strong> precursors due to<br />
biodegradation. However, it is recognized that there may be other<br />
advantages to this pretreatment (relative to <strong>GAC</strong> adsorption alone)<br />
that were not evaluated in this work.<br />
The conceptual cost estimates developed during this study suggest<br />
that lower EBCTs may result in lower overall system costs. Based<br />
on these cost estimates, it was also concluded that optimization <strong>of</strong><br />
coagulation pretreatment may result in lower system costs if the<br />
CUR can be reduced <strong>by</strong> 50 percent at a coagulation cost <strong>of</strong> 5 cents<br />
or less per 1,000 gal (3,785 L). Pretreatment with ozonation and<br />
biological filtration also lowered the overall system costs for the<br />
utility with the highest source water NOM content, suggesting that<br />
this treatment strategy may be more effective for <strong>GAC</strong> adsorption as<br />
the concentration <strong>of</strong> organic material in the source water increases.
Chapter 1<br />
Introduction<br />
Granular activated carbon (<strong>GAC</strong>) adsorption is a process that has been used<br />
extensively throughout the world for adsorption <strong>of</strong> organic compounds. Some <strong>of</strong><br />
these compounds are naturally occurring in the environment, such as taste-andodor-causing<br />
compounds, while other compouds known as synthetic organic<br />
chemicals (SOCs) are anthropogenic. Taste-and-odor-causing compounds affect<br />
the aesthetic perception <strong>of</strong> water quality, while certain SOCs in drinking water<br />
are reported to be associated with adverse health effects. Because <strong>of</strong> the wellrecognized<br />
efficiency <strong>of</strong> <strong>GAC</strong> for removing taste-and-odor-causing compounds<br />
and SOCs, <strong>GAC</strong>'s use in the water industry has focused almost exclusively on the<br />
removal <strong>of</strong> these compounds.<br />
More recently, however, utilities have been focusing on the cost-effective<br />
control <strong>of</strong> disinfection <strong>by</strong>-products (DBFs), which also are reported to have<br />
potential adverse health effects. Utilities have a wide variety <strong>of</strong> options available to<br />
reduce the formation <strong>of</strong> DBFs, each with their associated costs and efficiencies. In<br />
general, DBFs can be reduced <strong>by</strong> three methods:<br />
1. Reduce the concentration <strong>of</strong> DBF precursor material prior to adding<br />
a disinfectant.<br />
2. Use alternative disinfectants to free chlorine to reduce the formation<br />
<strong>of</strong> halogenated DBFs.<br />
3. Remove the DBFs after they are formed.<br />
The first two methods have been shown <strong>by</strong> the water industry to be costeffective<br />
in the majority <strong>of</strong> applications. DBF precursor removal strategies include<br />
increasing coagulant dosages in conventional treatment, as well as applying<br />
advanced precursor removal processes such as the use <strong>of</strong> <strong>GAC</strong> or membranes.<br />
Alternative disinfectants to free chlorine include chloramines, typically used as a<br />
residual disinfectant in distribution systems, as well as stronger disinfectants such<br />
as ozone or chlorine dioxide. Although these latter disinfectants substantially<br />
reduce the formation <strong>of</strong> halogenated organic DBFs (such as bromate and chlorate),<br />
there are other DBFs that are formed <strong>by</strong> their use.<br />
Consequently, <strong>GAC</strong> may be cast in a new role in water treatment, and this<br />
report focuses on the optimization <strong>of</strong> <strong>GAC</strong> adsorption for the removal <strong>of</strong> DBF<br />
precursors. Such a study is timely in light <strong>of</strong> the current regulatory agenda.
2 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Regulatory Agenda<br />
At the time <strong>of</strong> this writing, only one group <strong>of</strong> DBFs is regulated. A<br />
maximum contaminant level (MCL) <strong>of</strong> 100 \ig/L has been established <strong>by</strong> the United<br />
States Environmental Protection Agency (USEPA) fortotal trihalomethane (TTHM),<br />
which is composed <strong>of</strong> four individual chemical compounds. Recently, however, the<br />
USEPA proposed a Disinfectants-Disinfection By-Products (D-<strong>DBP</strong>) Rule de<br />
signed to control the use <strong>of</strong> disinfectants and the formation <strong>of</strong> <strong>DBP</strong>s (USEPA 1994).<br />
This rule has two proposed stages In the first stage, the MCL for TTHM is lowered<br />
to 80 ug/L, and an MCL <strong>of</strong> 60 ug/L has been proposed for the sum <strong>of</strong> five haloacetic<br />
acid (HAAS) species. In the second stage, it is proposed to reduce these two <strong>DBP</strong><br />
groups <strong>by</strong> one-half, to 40 and 30 ug/L for TTHM and HAA5, respectively. Although<br />
this Stage 2 regulation is subject to revision, the intent <strong>of</strong> the regulatory community<br />
is clear: to reduce exposure <strong>of</strong> the public to the potential adverse health effects <strong>of</strong><br />
the <strong>DBP</strong>s.<br />
Furthermore, USEPA is focusing on the removal <strong>of</strong> precursor material as<br />
an initial approach to reducing <strong>DBP</strong> production. In the D-<strong>DBP</strong> Rule, a treatment<br />
technique is proposed for conventional treatment plants to remove <strong>DBP</strong> precursors<br />
<strong>by</strong> improving the efficiency <strong>of</strong> existing coagulation processes. This process, termed<br />
enhanced coagulation, is also a best available technology (BAT) along with <strong>GAC</strong>.<br />
Although many systems may be able to comply with the Stage 1 requirements<br />
without implementing advanced precursor removal strategies or such alternative<br />
disinfectants as ozone or chlorine dioxide, Stage 2 compliance will be more difficult<br />
with conventional water treatment processes. In recognition <strong>of</strong> this difficulty, a<br />
companion regulation, the Information Collection Rule (ICR), has been proposed<br />
to evaluate the removal <strong>of</strong> <strong>DBP</strong> precursors and the formation <strong>of</strong> <strong>DBP</strong>s in large water<br />
treatment systems. A subset <strong>of</strong> these systems will also have to evaluate the removal<br />
<strong>of</strong> <strong>DBP</strong> precursors <strong>by</strong> <strong>GAC</strong> or membranes on a bench or pilot scale to assist in<br />
understanding the efficiency and costs associated with advanced precursor removal<br />
processes. Consequently, there is a great interest in optimizing <strong>GAC</strong> treatment to<br />
improve efficiency and reduce overall implementation costs.<br />
<strong>GAC</strong> Treatment issues__________________<br />
Adsorbability <strong>of</strong> Natural Organic Matter<br />
<strong>DBP</strong> precursor compounds are a subset <strong>of</strong> natural organic matter (NOM),<br />
found in natural waters. NOM is ubiquitous in source waters and is composed <strong>of</strong><br />
organic substances that vary in chemical nature and complexity. This heterogeneity<br />
is also evident from the differences in adsorbability <strong>of</strong> these compounds <strong>by</strong> <strong>GAC</strong><br />
(Sontheimer et al. 1988). Normally, 80 to 90 percent <strong>of</strong> the NOM measured in raw<br />
water sources can be removed <strong>by</strong> <strong>GAC</strong> adsorption (Roberts and Summers 1982).<br />
Recent work has also shown that NOM adsorbed on <strong>GAC</strong> does not desorb as a result<br />
<strong>of</strong> a decrease in the liquid-phase concentration (Summers and Roberts 1988;<br />
Summers et al. 1989, 1992). This may also contribute to the loss <strong>of</strong> <strong>GAC</strong> capacity<br />
for target SOCs that has been found to occur after pre-exposure <strong>of</strong> <strong>GAC</strong> to NOM<br />
(Arora 1989; Sontheimer et al. 1988; Summers et al. 1989, 1992). This <strong>GAC</strong>
Introduction 3<br />
"fouling" has not been evaluated on a wide range <strong>of</strong> NOM sources (1) with the same<br />
SOC or (2) under similar preloading circumstances.<br />
Blending <strong>of</strong> Contactor Effluents<br />
In the full-scale application <strong>of</strong> <strong>GAC</strong> at utilities treating more than 1 mgd<br />
(3.785 ML/d), multiple contactors will be used, with the effluents from the<br />
contactors blended together. The contactors are placed on-line in a staggered<br />
manner (i.e., starting times are different); thus, the effluent from each contactor has<br />
a different concentration, and the blended water concentration is the average <strong>of</strong><br />
individual effluents. For single solute compounds, blending can be effectively<br />
modeled (Roberts and Summers 1982; Sontheimer et al. 1988). However, DBF<br />
formation in blended <strong>GAC</strong> effluents has not been investigated or modeled. As a<br />
result <strong>of</strong> the nonlinear nature <strong>of</strong> the reaction <strong>of</strong> chlorine and NOM, the modeling may<br />
not be as straightforward as with individual compounds.<br />
DBF Speciation and Formation Conditions<br />
Recently, considerable attention has been given to the brominated species<br />
<strong>of</strong> TTHM and the haloacetic acids (HAAs). The speciation is known to be a function<br />
<strong>of</strong> the relative concentrations <strong>of</strong> bromide ion, dissolved organic carbon (DOC), and<br />
applied chlorine, as well as the reaction time. Because the NOM effluent from a<br />
<strong>GAC</strong> adsorber initially is low, the bromide-to-DOC ratio (Br:DOC) is higher than<br />
that in the influent. This leads to the production <strong>of</strong> a higher percentage <strong>of</strong> brominated<br />
DBFs in the <strong>GAC</strong> effluent. Depending on the chlorination approach, a similar<br />
pattern <strong>of</strong> more brominated DBFs may emerge following chlorination. If a constant<br />
chlorine dose is used, the C12:DOC ratio will decrease as the DOC incrases with<br />
time, which may not represent the conditions <strong>of</strong> practice when blended waters are<br />
used or when chlorine is dosed to achieve a constant residual.<br />
The variability in the conditions used to represent DBF formation has been<br />
a major obstacle to the uniform assessment <strong>of</strong> <strong>GAC</strong> and other treatment processes.<br />
Two approaches for DBF formation conditions have been taken in the past. The<br />
formation potential (FP) conditions are somewhat standardized but are thought to<br />
be too extreme to represent DBF formation conditions in practice and may<br />
misrepresent treatment efficiencies. The simulated distribution system (SDS)<br />
conditions are representative <strong>of</strong> practical conditions, but they normally vary from<br />
utility to utility, bcause they are meant to be site-specific. A controlled comparison<br />
<strong>of</strong> several water sources under uniform, realistic conditions is needed to allow a<br />
comprehensive assessment <strong>of</strong> the efficiency <strong>of</strong> <strong>GAC</strong> treatment.<br />
Evaluation <strong>of</strong> Process Variables<br />
To optimize <strong>GAC</strong> use, such process variables as empty bed contact time<br />
(EBCT) and pretreatment (i.e., coagulation; ozonation followed <strong>by</strong> biotreatment)<br />
need to be investigated in combination. For some waters, coagulation can be<br />
effectively optimized for DBF precursor removal, which can impact the perfor<br />
mance <strong>of</strong> the <strong>GAC</strong> system. If the <strong>GAC</strong> system is operated without a disinfectant<br />
residual in the influent, biological activity will occur before and during <strong>GAC</strong><br />
treatment. This bioactivity can contribute to the removal <strong>of</strong> DBF precursors.
4 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Evaluating the impact <strong>of</strong> optimized pretreatment and EBCT on <strong>GAC</strong><br />
performance at a pilot scale is time-consuming and costly. The rapid small-scale<br />
column test (RSSCT) for the simulation <strong>of</strong> field-scale NOM removal <strong>by</strong> <strong>GAC</strong> was<br />
shown to be an effective and economical alternative for eight different waters <strong>by</strong><br />
Summers and Crittenden (1989) and Crittenden et al. (1991). More recently, the<br />
success <strong>of</strong> RSSCT has been demonstrated for simulating removal <strong>of</strong> TTHM and<br />
total organic halide (TOX) precursors <strong>of</strong> a groundwater and a surface water<br />
(Summers et al. 1992).<br />
Study Objectives_____________________<br />
The primary objective <strong>of</strong> this study is to evaluate the use <strong>of</strong> <strong>GAC</strong> for the<br />
control <strong>of</strong> DBF formation under uniform, representative conditions over a range <strong>of</strong><br />
water sources. The project was planned to achieve the following specific objectives:<br />
1. Examine a wide range <strong>of</strong> water sources at both field scale and<br />
laboratory scale to assess <strong>GAC</strong> breakthrough behavior.<br />
2. Characterize the NOM in raw and <strong>GAC</strong> treated waters.<br />
3. -Evaluate the formation <strong>of</strong> DBFs under regulatory focus using<br />
representative but uniform conditions (i.e., uniform formation<br />
conditions [UFC]):<br />
4. Optimize <strong>GAC</strong> performance based upon<br />
empty bed contact time<br />
coagulation pretreatment<br />
ozonation-bi<strong>of</strong>iltraion pretreatment<br />
5. Assess the impact <strong>of</strong> the preadsorption <strong>of</strong> NOM on <strong>GAC</strong>'s capacity<br />
for SOCs.<br />
6. Establish relationships between NOM parameters and DBF<br />
formation with respect to <strong>GAC</strong> treatment.<br />
7. Produce optimization guidelines and cost estimates for <strong>GAC</strong><br />
treatment.
Chapter 2<br />
Materials and Methods<br />
Five surface waters and one ground water were sampled for this study. The<br />
waters represent a wide range <strong>of</strong> water quality characteristics, as shown in Table 2.1<br />
for raw and treated water quality. The treatment processes used <strong>by</strong> the participating<br />
utilities that contributed the source waters are summarized in Table 2.2.<br />
Ohio River <strong>Water</strong> (ORW) was collected prior to the full-scale <strong>GAC</strong><br />
contactor at Cincinnati <strong>Water</strong> Works (CWW) (Cincinnati, Ohio). ORW is an<br />
industrially impacted surface water with moderate color, medium alkalinity,<br />
medium hardness, average levels <strong>of</strong> organic matter, and intermittent presence <strong>of</strong><br />
SOCs. The water was pretreated <strong>by</strong> alum coagulation (8 mg/L), sedimentation, and<br />
filtration.<br />
Lake Gaillard <strong>Water</strong> (LOW) was obtained from the South Central Con<br />
necticut Regional <strong>Water</strong> Authority (SCCRWA) (New Haven, Conn.), which<br />
operated a pilot-scale postfilter adsorber. This water represents a high-quality<br />
surface water with low color, low alkalinity, low hardness, medium levels <strong>of</strong> organic<br />
matter, and intermittent presence <strong>of</strong> taste-and-odor-causing compounds. The water<br />
was pretreated <strong>by</strong> direct filtration and ozonation.<br />
Mississippi River <strong>Water</strong> (MRW) was obtained from the Jefferson Parish<br />
<strong>Water</strong> Department (JPWD) (Jefferson Parish, La.), which operated a pilot-scale<br />
filter adsorber. MRW is an industrially impacted surface water with moderate color,<br />
high alkalinity, high hardness, medium to high levels <strong>of</strong> organic matter, and<br />
intermittent presence <strong>of</strong> SOCs. The water was pretreated <strong>by</strong> alum coagulation,<br />
sedimentation, and ozonation.<br />
Passaic River <strong>Water</strong> (PRW) was obtained from the Little Falls <strong>Water</strong><br />
Treatment Plant in Totowa, N.J. The Passaic Valley <strong>Water</strong> Commission (PVWC)<br />
(Clifton, N.J.) operated a pilot-scale <strong>GAC</strong> postfilter adsorber. PRW, also an<br />
industrially impacted surface water, has moderate color, high alkalinity, high<br />
hardness, high levels <strong>of</strong> organic matter, and intermittent presence <strong>of</strong> taste-and-odorcausing<br />
compounds and SOCs. The water was sampled after alum coagulation (30<br />
mg/L), sedimentation, and filtration.<br />
Salt River Project <strong>Water</strong> (SRPW), a blend <strong>of</strong> the Salt and Verde Rivers, was<br />
sampled from the City <strong>of</strong> Phoenix <strong>Water</strong> and Wastewater Department (Phoenix,<br />
Ariz.) after alum coagulation (10.6 mg/L), sedimentation, and filtration. SRPW has<br />
low color, high dissolved solids, moderate hardness, moderate alkalinity, and<br />
medium levels <strong>of</strong> organic matter.<br />
Florida groundwater (FGW) was obtained from the Barefoot Bay <strong>Water</strong><br />
Treatment Plant (Florida Cities <strong>Water</strong> Company, Sarasota, Fla.). FGW has high<br />
color, high hardness, high alkalinity, and high levels <strong>of</strong> organic matter. Raw water<br />
was sampled and batch coagulated (48 mg/L alum) and s<strong>of</strong>tened (280 mg/L lime)
Florida<br />
groundwater<br />
Raw<br />
13<br />
0.48<br />
276<br />
7.7<br />
240<br />
300<br />
135<br />
457<br />
1,070<br />
26<br />
<strong>GAC</strong><br />
influent<br />
10<br />
0.29<br />
276<br />
8.6<br />
130<br />
80<br />
238<br />
142<br />
1,046<br />
7.8<br />
s? s<br />
o<br />
§<br />
to<br />
5 n<br />
1<br />
5'<br />
Table 2.1 Summary <strong>of</strong> water quality parameters for water sources<br />
s<br />
2<br />
Ohio River<br />
Lake Gaillard<br />
Mississippi River<br />
Passaic River<br />
Salt River<br />
Project<br />
3<br />
•S"<br />
Parameter<br />
Raw<br />
<strong>GAC</strong><br />
influent<br />
Raw<br />
<strong>GAC</strong><br />
influent<br />
Raw<br />
<strong>GAC</strong><br />
ifluent<br />
Raw<br />
<strong>GAC</strong><br />
influent<br />
Raw<br />
<strong>GAC</strong><br />
influent<br />
TOC (mg/L)<br />
UV254 (1/cm)<br />
Br (ug/L)<br />
pH<br />
Alkalinity (mg/L as CaCO 3 )<br />
Hardness (mg/L as CaCO 3)<br />
UFC-TTHM (ug/L)<br />
UFC-HAA6 (ug/L)<br />
UFC-TOX (ug CM.)<br />
UFC-CH (pg/L)<br />
2.2<br />
0.053<br />
106<br />
7.9<br />
40<br />
150<br />
87<br />
41<br />
NA<br />
9.3<br />
2.1<br />
0.044<br />
132<br />
7.8<br />
66<br />
163<br />
86<br />
26<br />
170<br />
3.9<br />
2.9<br />
0.093<br />
12<br />
8.1<br />
12<br />
21<br />
131<br />
109*<br />
490<br />
10<br />
1.5<br />
0.012<br />
14<br />
7.9<br />
NA<br />
NA<br />
31<br />
29*<br />
131<br />
2.8<br />
5.2<br />
0.115<br />
51<br />
8.2<br />
96<br />
132<br />
102<br />
133<br />
690<br />
5.9<br />
2.8<br />
0.022<br />
68<br />
7.9<br />
NA<br />
NA<br />
50<br />
22<br />
168<br />
7.9<br />
5.0<br />
0.10<br />
80<br />
7.8<br />
94<br />
143<br />
135<br />
171<br />
480<br />
15<br />
3.2<br />
0.076<br />
80<br />
7.7<br />
80<br />
142<br />
73<br />
70<br />
277<br />
15<br />
2.5<br />
0.055<br />
89<br />
8.2<br />
135<br />
178<br />
76<br />
36<br />
196<br />
4.4<br />
2.2<br />
0.047<br />
89<br />
7.8<br />
NA<br />
NA<br />
72<br />
28<br />
170<br />
4.1<br />
CH = chloral hydrate<br />
HAA6 = sum <strong>of</strong> six haloacetic acids<br />
NA = not analyzed<br />
UV254 = ultraviolet absorbance at 254 nm<br />
*UFC = HAAS
Materials and Methods 7<br />
Table 2.2 Field-scale <strong>GAC</strong> systems<br />
Source<br />
water<br />
Utility<br />
Pretreatment<br />
<strong>GAC</strong><br />
contactor size<br />
<strong>GAC</strong> EBCT<br />
contactor type (minutes)<br />
Ohio River<br />
Cincinnati <strong>Water</strong> Works<br />
Alum coagulation,<br />
sedimentation,<br />
filtration<br />
Full scale<br />
Postfilter 15<br />
adsorber<br />
Lake Gaillard South Central Connecticut Direct filtration,<br />
Regional <strong>Water</strong> Authority ozonation<br />
Pilot scale<br />
Postfilter<br />
adsorber 15<br />
Mississippi River Jefferson Parish <strong>Water</strong><br />
Department<br />
Alum coagulation,<br />
sedimentation,<br />
ozonation<br />
Pilot scale<br />
Filter adsorber 6.25<br />
Passaic River Passaic Valley <strong>Water</strong><br />
Commission<br />
Alum coagulation,<br />
sedimentation,<br />
filtration<br />
Pilot scale Postfilter<br />
adsorber<br />
20<br />
Salt River<br />
Project<br />
Florida<br />
groundwater<br />
City <strong>of</strong> Phoenix<br />
Florida Cities <strong>Water</strong><br />
Company<br />
Alum coagulation,<br />
sedimentation,<br />
filtration<br />
Prechlorination;<br />
lime s<strong>of</strong>tening and<br />
alum coagulation;<br />
sedimentation<br />
No field-scale <strong>GAC</strong> system at this site.<br />
at the University <strong>of</strong> Cincinnati (UC) (Cincinnati, Ohio) using the chemical doses <strong>of</strong><br />
the utility at the day <strong>of</strong> sampling.<br />
Experimental Approach<br />
Testing Program<br />
A summary <strong>of</strong> the experimental program for all waters is presented in Table<br />
2.3. Four pilot- or full-scale <strong>GAC</strong> contactors were operated, and RSSCTs were<br />
conducted to verify the ability <strong>of</strong> the RSSCT for predicting NOM and DBF control<br />
under SDS conditions at the field-scale level. Experiments were conducted to<br />
examine the effects <strong>of</strong> design and operational parameters <strong>of</strong> EBCT, blending, and<br />
backwashing using the RSSCT and UFC. The impact <strong>of</strong> (1) optimized coagulation<br />
and (2) ozonation and biological filtration prior to the <strong>GAC</strong> column were investi<br />
gated using the RSSCT and UFC. To determine the impact <strong>of</strong> prior exposure to<br />
NOM on the residual adsorption <strong>of</strong> cis-l,2-dichloroethene (DCE) on <strong>GAC</strong>, batch
8 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Table 2.3 Summary <strong>of</strong> experimental program<br />
Source<br />
Program stage______________ORW____LGW MRW PRW____SRPW FGW<br />
Field-scale <strong>GAC</strong> (full or pilot scale) X X X X<br />
RSSCT verification X XXX<br />
Design and operational considerations<br />
Impact <strong>of</strong> EBCT X XXX<br />
Impact <strong>of</strong> blending X X X<br />
Impact <strong>of</strong> backwashing X<br />
Impact <strong>of</strong> pretreatment<br />
Optimized coagulation<br />
Ozonation and biotreatment<br />
SOC adsorption<br />
X X<br />
X XX<br />
X X X X X X<br />
isotherms were run with <strong>GAC</strong> from the field and RSSCT columns after the<br />
completion <strong>of</strong> column operation. A matrix linking the experimental program<br />
analyses with the laboratories at which the analyses were performed is shown in<br />
Table 2.4.<br />
Sample Collection and Handling<br />
Treated ORW, MRW, PRW, and SRPW were sampled in 55-gal (208-L)<br />
drums and shipped to UC on the same day from utilities. These waters were used (1)<br />
as influent to RSSCTs performed at UC for verification studies and (2) to assess the<br />
impact <strong>of</strong> design and operational parameters. For ORW, PRW, and SRPW, a portion<br />
<strong>of</strong> the plant-treated water received was subjected to secondary bench-scale treat<br />
ment at UC, consisting either <strong>of</strong> coagulation with additional alum doses or <strong>of</strong><br />
ozonation and biological filtration, to examine the effects <strong>of</strong> pretreatment.<br />
The verification RSSCT for LGW was performed on-site at SCCRWA. No<br />
other RSSCTs were conducted for this water. For FGW, raw water only was<br />
sampled and shipped to UC in 55 gal (208-L) drums. This water was batch treated<br />
at UC. For additional analyses, raw water from all six utilities was sampled on the<br />
same day as treated water. The raw water was shipped to UC <strong>by</strong> overnight courier.<br />
The delivery time for water in 55 gal (208-L) drums was 4 to 6 days for<br />
MRW, SRPW, and FGW. For PRW the water was delivered in 2 days, while for<br />
ORW the water was delivered on the same day because <strong>of</strong> the proximity <strong>of</strong> CWW<br />
toUC.<br />
Experimental Procedures<br />
Rapid Small-Scale Column Test<br />
The RSSCT was used to predict pilot- or full-scale NOM removal and <strong>DBP</strong><br />
control. The development <strong>of</strong> the RSSCT for NOM and <strong>DBP</strong> control is described <strong>by</strong><br />
Summers et al. (1995). The RSSCT utilizes small <strong>GAC</strong> particle sizes, typically 0.08
Materials and Methods 9<br />
Table 2.4 Laboratories performing sample analyses for experimental program<br />
<strong>Water</strong><br />
source<br />
Experiment<br />
TOC<br />
uv254<br />
SDS<br />
UFC<br />
Analysis<br />
TOX<br />
THM<br />
HAA<br />
CH<br />
MRW<br />
Pilot-scale <strong>GAC</strong><br />
RSSCT verification<br />
JPWD<br />
UC<br />
JPWD<br />
UC<br />
JPWD<br />
UC<br />
NA<br />
UC<br />
JPWD<br />
UC<br />
JPWD<br />
JPWD<br />
JPWD<br />
JPWD<br />
JPWD<br />
JPWD<br />
ORW<br />
Full-scale <strong>GAC</strong><br />
RSSCT verification<br />
Impact <strong>of</strong> EBCT<br />
Optimized coagulation<br />
Ozonation and<br />
biotreatment<br />
CWW<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
CWW<br />
UC<br />
NA<br />
NA<br />
NA<br />
NA<br />
UC<br />
UC<br />
UC<br />
UC<br />
CWW<br />
UC<br />
UC<br />
UC<br />
UC<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
CWW<br />
LGW<br />
Pilot-scale <strong>GAC</strong><br />
RSSCT verification .<br />
UM<br />
UM<br />
NA<br />
NA<br />
UM<br />
UM<br />
NA<br />
UC<br />
UC<br />
UC<br />
UM<br />
UM<br />
UM<br />
UM<br />
UM<br />
UM<br />
PRW<br />
Pilot-scale <strong>GAC</strong><br />
RSSCT verification<br />
Impact <strong>of</strong> EBCT<br />
Ozonation and<br />
biotreatment<br />
Impact <strong>of</strong> backwashing<br />
Impact <strong>of</strong> blending<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
NA<br />
NA<br />
NA<br />
NA<br />
NA<br />
NA<br />
NA<br />
PVWC<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
MWL<br />
MWL<br />
MWL<br />
MWL<br />
NA<br />
NA<br />
MWL<br />
MWL<br />
MWL<br />
MWL<br />
UC<br />
UC<br />
MWL<br />
MWL<br />
MWL<br />
MWL<br />
NA<br />
NA<br />
MWL<br />
MWL<br />
MWL<br />
MWL<br />
NA<br />
NA<br />
SRPW<br />
Impact <strong>of</strong> EBCT<br />
Optimized coagulation<br />
Impact <strong>of</strong> blending<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
NA<br />
NA<br />
NA<br />
NA<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
NA<br />
CWW<br />
CWW<br />
UC<br />
CWW<br />
CWW<br />
NA<br />
CWW<br />
CWW<br />
NA<br />
FGW<br />
Impact <strong>of</strong> EBCT<br />
Ozonation and<br />
biotreatment<br />
Impact <strong>of</strong> blending<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
NA<br />
NA<br />
NA<br />
NA<br />
UC<br />
UC<br />
UC<br />
UC<br />
UC<br />
NA<br />
CWW<br />
CWW<br />
UC<br />
CWW<br />
CWW<br />
NA<br />
CWW<br />
CWW<br />
NA<br />
CH = chloral hydrate<br />
MWL = Montgomery Watson Laboratories, Pasadena, Calif.<br />
NA = not analyzed<br />
TOC = total organic carbon<br />
UM = University <strong>of</strong> Massachusetts, Amherst, Mass.<br />
UV254 = ultraviolet absorbance at 254 nm<br />
to 0.2 mm in diameter, and is designed to decrease the time and effort needed to<br />
assess the concentration pr<strong>of</strong>ile in a <strong>GAC</strong> column (Crittenden et al. 1986, 1987,<br />
1991). A proportional diffusivity design is used (Summers etal. 1989,1994b, 1995),<br />
so the EBCT and run time <strong>of</strong> the RSSCT are inversely proportional to the ratio <strong>of</strong><br />
particle sizes in the field-scale and RSSCT columns, as described in Appendix A.<br />
A statistical procedure for comparing RSSCT to pilot- or full-scale breakthrough<br />
curves is described in Appendix B.<br />
To perform the tests, commercially available 8.0-, 11.0-, or 15.0-mm glass<br />
chromatography columns with polytetrafluoroethylene (PTFE) or stainless steel<br />
fittings were used. After being grinded to appropriate size (see Table 2.5) <strong>by</strong> mortar<br />
and pestle, the <strong>GAC</strong> was washed with laboratory clean water to remove fines. An
10 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
ultrasonic vibrator was used to aid in the removal <strong>of</strong> fines. Finally, a vacuum was<br />
applied to remove air from the pores <strong>of</strong> the <strong>GAC</strong>. The <strong>GAC</strong> was packed into the<br />
column to the appropriate bed length as determined <strong>by</strong> scaling equations (Summers<br />
et al. 1995), which are described in Appendix A. The RSSCT columns were fed from<br />
a 19-L glass carboy containing the prefiltered (1.0-um cartridge filter) influent at<br />
room temperature, which was refilled with the batch influent water as needed. The<br />
influent water was pumped into a stainless steel gas cylinder, which served to<br />
dampen the pulsing effect <strong>of</strong> the diaphragm pump used to push water through the<br />
columns. Fresh <strong>GAC</strong> was obtained from the full- or pilot-scale contactor and ground<br />
to smaller size at UC. Field-scale and RSSCT operational and design parameters are<br />
described in Table 2.5.<br />
Bench-Scale Coagulation and S<strong>of</strong>tening<br />
For optimized coagulation pretreatment, the bench-scale alum coagulation<br />
process was conducted at UC for ORW and SRPW. It was repeated three to five<br />
times on conventionally treated water contained in different 55-gal (208-L) drums.<br />
Table 2.5 Field-scale and RSSCT verification operation parameters___________<br />
Field scale<br />
________________ORW______LGW______MRW_____PRW_____SRPW* FGW*<br />
Carbon type F 400 F 400 <strong>GAC</strong> 40 F 400 F 400 F 400<br />
dLC (mm) 1.05 1.49t 1.05 1.05 1.05 1.05<br />
EBCTLC (minutes) 15 15 6.25 20 15 15<br />
LLC (m) 3.2 — 0.52 2.67 — —<br />
13 5.0 8.0<br />
RSSCT verification<br />
Carbon type<br />
dsc (mm)<br />
SF<br />
EBCTSC (minutes)<br />
Lsc (m)<br />
° e SC,min<br />
vsc (m/h)<br />
Qsc (mL/min)<br />
DSC (mm)<br />
F400<br />
0.08<br />
12.6<br />
1.2<br />
0.193<br />
0.5<br />
9.7<br />
8.1<br />
8.0<br />
F400<br />
0.20<br />
7.4<br />
2.0<br />
0.127<br />
0.5<br />
4.1<br />
6.4<br />
11.0<br />
<strong>GAC</strong> 40<br />
0.11<br />
9.4<br />
0.66<br />
0.16<br />
1.0<br />
15<br />
23<br />
11.0<br />
F400<br />
0.08<br />
12.6<br />
1.6<br />
0.257<br />
0.5<br />
9.7<br />
8.1<br />
8.0<br />
F400<br />
0.11<br />
9.4<br />
1.6<br />
0.193<br />
0.5<br />
7.3<br />
6.1<br />
8.0<br />
F400<br />
0.20<br />
5.3<br />
2.8<br />
0.193<br />
0.5<br />
4.1<br />
12<br />
15.0<br />
d = particle diameter<br />
D = column diameter<br />
EBCT = empty bed contact time<br />
L = <strong>GAC</strong> bed length<br />
LC = large particle column<br />
Q = flow rate<br />
ReSCmin = minimum Reynold's number for small particle column<br />
SC ='small particle column<br />
SF = scaling factor<br />
v = superficial velocity<br />
— indicates not known<br />
* Field-scale column was not operated; RSSCT design was based on the given field-scale parameters,<br />
t Sieved to yield a larger size.
Materials and Methods 11<br />
A variable speed shaft mixer was operated at high speed prior to alum addition and<br />
for 4 minutes after alum addition. The water was then flocculated for 12 minutes at<br />
low speed. After settling, the water was passed through a 1.0-um cartridge filter<br />
prior to <strong>GAC</strong> treatment.<br />
Bench-scale coagulation and s<strong>of</strong>tening <strong>of</strong> FGW were performed in a similar<br />
manner to bench-scale coagulation. Both alum and lime were added during rapid<br />
mix. If the pH did not reach 10.3 immediately after chemical addition, sodium<br />
hydroxide was added to achieve this pH level. This procedure was designed to<br />
simulate the procedure used for FGW at the full-scale treatment facility. The<br />
remaining procedure was the same as that for alum coagulation.<br />
Bench-Scale Ozonation and Biotreatment<br />
The impact <strong>of</strong> ozonation and biological filtration was investigated for<br />
ORW, PRW, and FGW. Conventionally treated water was passed through a benchscale<br />
ozonation system (Allgeier and Summers 1995). Ozonation was performed at<br />
room temperature. A 1 -L contactor with a detention time <strong>of</strong> 7 minutes was used as<br />
a reactor with a porous diffuser at the bottom. Ozonation was carried out in a<br />
countercurrent mode. Ozone was generated using an electric discharge ozonizer<br />
(Model 200, Sander Aquarientechnik, Vetze-Eltze, Germany). The gas flow rate<br />
used was 60 mL/min, and the liquid flow rate used was 143 mL/min. The dose was<br />
applied to produce a residual <strong>of</strong> 0.4 mg O3/L on average. Applied ozone and <strong>of</strong>f-gas<br />
were measured <strong>by</strong> iodometry, Method 422 (APHA et al. 1995) and dissolved ozone<br />
was measured spectrophotometrically using the indigo trisulfonate method (APHA<br />
etal. 1995).<br />
After ozonation the water was passed through a biologically active sand<br />
filter. The bench-scale filter column had a diameter <strong>of</strong> 3 cm and a bed depth <strong>of</strong> 0.30<br />
m. The filter EBCT was 5 minutes and was designed to remove the quickly<br />
biodegradable fraction <strong>of</strong> NOM. The biologically active sand was acclimated<br />
(steady-state BDOC removal) with the water to be treated prior to the run. After<br />
biotreatment, the water was filtered through a 1 -urn cartridge filter and treated <strong>by</strong><br />
<strong>GAC</strong>.<br />
Blending Experiments<br />
In practice, multiple <strong>GAC</strong> contactors are operated in a parallel configura<br />
tion, and the effluents from all contactors are blended prior to disinfection. Parallel<br />
contactors are operated in a staggered mode (i.e., starting times are different)<br />
because each contactor will have been in operation for a different length <strong>of</strong> time,<br />
yielding different levels <strong>of</strong> breakthrough. The RSSCT, however, represents only a<br />
single contactor. To simulate the effect <strong>of</strong> blending on <strong>GAC</strong> performance, an<br />
integral breakthrough experiment was performed. The effluent from the RSSCT<br />
was continuously collected in a large reservoir, from which samples were taken as<br />
the volume and NOM concentration in the reservoir increased. Blending experi<br />
ments were conducted for PRW, SRPW, and FGW. Five to six samples were taken<br />
and analyzed for TOC and THM formation under UFC.<br />
DCE Isotherms<br />
In order to evaluate the residual <strong>GAC</strong> capacity for removing DCE after prior<br />
exposure to NOM, bottle-point batch isotherm studies were performed using<br />
different carbon doses (Randtke and Snoeyink 1983). DCE was chosen because it
12 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
has intermediate adsorbability <strong>by</strong> <strong>GAC</strong> and is not biodegradable within a short<br />
period <strong>of</strong> time under ambient conditions. <strong>GAC</strong> was sampled both from RSSCTs<br />
performed for all six waters and from two field-scale columns after the completion<br />
<strong>of</strong> the adsorption run. The preloaded <strong>GAC</strong> was removed from the columns and dried<br />
in an oven at 100 C until there was no detectable weight change. The field-scale<br />
<strong>GAC</strong> was first dried and then ground to the same size as the respective RSSCT <strong>GAC</strong>.<br />
The dried carbon was weighed and placed in 250-mL bottles and filled headspacefree<br />
with the prepared DCE solution. To prepare the DCE solution, a highconcentration<br />
aqueous stock solution was added to 200 mL <strong>of</strong> low-organic-content<br />
water and mixed for 24 hours. The prepared bottles were placed on a tumbler at 12.5<br />
rpm for 7 days. Four controls were made without carbon for each set <strong>of</strong> isotherms.<br />
After 7 days, samples were taken from each bottle and filtered before analysis using<br />
a 25-mL glass syringe with 0.45-um-pore-diameter membranes (Millipore HV,<br />
Millipore Corp., Bedford, Mass.)<br />
Backwashing<br />
To investigate the impact <strong>of</strong> backwashing on <strong>GAC</strong> performance, an RSSCT<br />
column was backwashed and run in parallel to a nonbackwashed column treating<br />
PRW. The RSSCT column was backwashed once every 11 full-scale equivalent<br />
days <strong>by</strong> completely removing all carbon and mixing the carbon in a beaker using<br />
effluent water collected just prior to backwashing. This represents a worst-case<br />
scenario because, in practice, a carbon bed will not become completely restratified<br />
after backwashing. The column was then repacked and filled with influent water.<br />
After backwashing, the first 20 mL <strong>of</strong> water in the column and tubing was discarded.<br />
The total down time for each backwashing was 30 minutes. After backwashing, one<br />
bed volume <strong>of</strong> effluent was discarded before sampling. Samples were collected<br />
before and after backwashing and analyzed for total organic carbon (TOC) and<br />
ultraviolet absorbance at 254 nm (UV254). DBF formation was assessed <strong>by</strong><br />
trihalomethane (THM) formation under UFC.<br />
Analytical Methods___________________<br />
Standard Methods<br />
A summary <strong>of</strong> standard analytical methods used in this study is presented<br />
in Table 2.6. The following is a description <strong>of</strong> the analytical procedures followed<br />
at the University <strong>of</strong> Cincinnati.<br />
Total Organic Carbon<br />
Organic carbon is the most commonly used nonspecific parameter for<br />
quantitative measurements <strong>of</strong> NOM. TOC is composed <strong>of</strong> dissolved organic carbon<br />
and a fraction containing particulate and colloidal organic carbon. TOC analysis<br />
performed at UC utilized a Dohrmann Model DC-180 organic carbon analyzer<br />
(Rosemount Analytical Corp., Santa Clara, Calif.) that employed persulfate and<br />
ultraviolet light oxidation. The methodology followed in the operation <strong>of</strong> this<br />
instrument was in accordance with the manufacturer's recommendations and<br />
Method 5310 C (APHA et al. 1995). Samples were acidified to pH < 2 <strong>by</strong>
Materials and Methods 13<br />
Table 2.6 Summary <strong>of</strong> analytical methods<br />
Parameter<br />
Laboratory<br />
Method<br />
Detection limit Precision (%)<br />
TOC<br />
UC<br />
JPWD<br />
CWW<br />
UM<br />
MWL<br />
SM 5310 C (APHA et al. 1995)<br />
—<br />
SM 5310 C (APHA et al. 1995)<br />
SM 5310 C (APHA et al. 1995)<br />
SM 5310 (APHA et al. 1995)<br />
0.1 mg/L
14 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
thoroughly rinsed with laboratory clean water (LCW) and prerinsed once with the<br />
sample to be filtered prior to use.<br />
Ultraviolet Light Absorbance at 254 nm<br />
NOM absorbs light in the range <strong>of</strong> 200 to 700 nm, and absorbance at 254<br />
nm has been the industry standard for representing NOM. UV254 measurements<br />
performed at UC utilized a Hewlett Packard (Palo Alto, Calif.) Model 8452A<br />
diode-array spectrophotometer. A 5-cm-path-length, 15-mL quartz cell was used for<br />
sample analysis. The absorbance at 254 nm was measured, and all reported values<br />
were expressed in units <strong>of</strong> I/cm. Method 5910 B (APHA et al. 1995) was followed<br />
except for ORW, MRW, and SRPW samples, which were acidified to pH < 2 with<br />
o-phosphoric acid and analyzed within 7 days. LCW acidified to pH < 2 with<br />
ophosphoric acid was used as a blank. For PRW and FGW, samples were not<br />
acidified and were analyzed within 24 hours. Nonacidified LCW was used to obtain<br />
a blank reading. In all cases, samples were stored at 4 C prior to analysis and were<br />
warmed to room temperature for analysis.<br />
Trihalomethanes<br />
THM analysis includes chlor<strong>of</strong>orm, bromodichloromethane, dibromochloromethane,<br />
and brom<strong>of</strong>orm. After specified chlorination time, samples were quenched<br />
with 5-mg/L sodium sulfite and held headspace-free until analysis. Samples were<br />
stored at 4 C for up to 1 week. Analysis was performed following USEPA Method<br />
524.2 Revision 3.0 (USEPA 1992) using a gas chromatograph (Model 3400, Varian,<br />
Palo Alto, Calif.) equipped with a purge-and-trap system (LSC 2000, Tekmar,<br />
Cincinnati, Ohio) and an electrolytic conductivity detector (Model 1000, Tracer,<br />
Austin, Texas). A blank sample was run daily for baseline correction, and the<br />
instrument was calibrated daily with a single standard containing known concentra<br />
tions <strong>of</strong> the four THM species. Standard calibration curves were obtained for<br />
concentrations <strong>of</strong> 5, 10, 25, and 50 ug/L <strong>of</strong> each THM species, and r2 values were<br />
typically greater than 0.99.<br />
Haloacetic Acids and Chloral Hydrate<br />
HAA and chloral hydrate (CH) analyses were conducted using the methods<br />
outlined in Table 2.6. These analyses were not performed at UC. The HAA species<br />
analyzed that constitute HAAS are monochloroacetic acid, dichloroacetic acid,<br />
trichloroacetic acid, monobromoacetic acid, and dibromoacetic acid. HAA samples<br />
analyzed at the University <strong>of</strong> Massachusetts (UM), Amherst, Mass., for LOW were<br />
reported as HAAS. However, most analyses included bromochloroacetic acid and<br />
were reported as the sum <strong>of</strong> six haloacetic acids (HAA6).<br />
Total Organic Halide<br />
TOX is a surrogate measure <strong>of</strong> adsorbable halogenated <strong>DBP</strong>s measured as<br />
Cl~. TOX analysis at UC was conducted according to Standard Method 5320<br />
(APHA et al. 1995) using a TOX analyzer (Dohrmann DX-20, Rosemount Analyti<br />
cal Corp., Santa Clara, Calif.). After quenching <strong>of</strong> the sample with 5-mg/L sodium<br />
sulfite and acidifying to pH < 2 with concentrated nitric acid, the sample was stored<br />
headspace-free at 4 C for up to 2 weeks. The instrument was calibrated <strong>by</strong> direct<br />
injection <strong>of</strong> a known concentration <strong>of</strong> 2,4,6-trichloropenol, and standard recoveries<br />
ranged from 90 to 110 percent. Blank samples were also analyzed daily.
Materials and Methods 15<br />
cis-l,2-Dichloroethene<br />
DCE analysis was performed according to USEPA Method 502.2, Revision<br />
2.0, using the same equipment as described earlier for THM analysis. Samples were<br />
held headspace-free in 15-mL vials until analysis, which was performed within 2<br />
weeks. Standard calibration curves at 5, 10, 25, and 50 ug/L were created daily.<br />
Nonstandard Methods<br />
Chlorination<br />
Chlorination was conducted under uniform formation conditions, de<br />
scribed in detail in Appendix C. The UFC test, developed as part <strong>of</strong> this study,<br />
provides constant Chlorination conditions that are representative <strong>of</strong> nationwide<br />
average distribution system conditions. These conditions are as follows: a 24-hour<br />
incubation time at 20.0 1.0 C, buffered at pH 8.0 0.2, and a 24-hour free chlorine<br />
residual <strong>of</strong> 1.0 0.3 mg/L as Clr UFC test conditions allow for DBF formation<br />
comparisons to be made between different waters or between different treatments<br />
performed on the same water. SDS test conditions were utilized in addition to UFC<br />
for the field-scale <strong>GAC</strong> operation and RSSCT verification study for MRW, ORW,<br />
and LGW. The SDS test conditions used for the RSSCT verification study were<br />
based on conditions utilized <strong>by</strong> each utility during the field-scale <strong>GAC</strong> operation<br />
and are summarized in Table 2.7. For the PRW study, UFC and SDS conditions were<br />
the same.<br />
Humic-Nonhumic Fractionation<br />
Humic-nonhumic fractionation was performed using XAD-8 resin (Rohm<br />
& Haas, Philadelphia, Pa.; see Thurman and Malcolm 1981). The resin was packed<br />
in an 8.0- or 11.0-mm-diameter glass chromatography column, and samples were<br />
pumped through the column at a flow rate <strong>of</strong> 4.0 mL/min. A k' (ratio <strong>of</strong> resin void<br />
volume to volume <strong>of</strong> sample passed) <strong>of</strong> 50 was used for all separation experiments.<br />
Prior to fractionation, samples were prefiltered through a 0.45-nm hydrophilic<br />
membrane filter (Millipore HV, Millipore Corp., Bedford, Mass.) and acidified<br />
with concentrated sulfuric acid to pH 2.0. The DOC measured in the effluent was<br />
operationally defined as the nonhumic fraction, while the resin retained the humic<br />
fraction. The DOC <strong>of</strong> the humic fraction was obtained <strong>by</strong> difference between the<br />
unfractionated sample and the nonhumic fraction. The resin was cleaned <strong>by</strong> passing<br />
one bed volume each <strong>of</strong> 0. IN sulfuric acid and 0.1/V sodium hydroxide three times.<br />
Table 2.7 UFC and SDS Chlorination conditions<br />
Parameter<br />
UFC<br />
MRW-SDS<br />
ORW-SDS<br />
LGW-SDS<br />
Incubation time (days)<br />
Incubation temperature (°C)<br />
PH<br />
Chlorine residual (mg CI^L)<br />
1<br />
20<br />
8.0<br />
1.0<br />
5<br />
28,20<br />
8.4<br />
1.0<br />
3<br />
30,23, 10<br />
8.0<br />
1.0<br />
2<br />
10<br />
7.3<br />
Dose: 2.8*<br />
* Initial dose; test was not base on a target residual
16 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
A sample <strong>of</strong> the humic fraction retained <strong>by</strong> the resin was obtained <strong>by</strong> eluting<br />
with 0.1 N sodium hydroxide in an upflow mode. Mass balance calculations<br />
indicated that the measured humic fraction was within 90 to 110 percent <strong>of</strong> the<br />
calculated humic fraction. For chlorination, the unfractionated sample and the<br />
humic fraction were diluted to the DOC <strong>of</strong> the nonhumic fraction using low-organiccontent<br />
water (
Materials and Methods 17<br />
DOC/100 mL <strong>by</strong> a combination <strong>of</strong> rotary vacuum evaporation and room temperature<br />
evaporation under N2 atmosphere. Using a Buchi rotavapor (Model R114withB480<br />
<strong>Water</strong>bath), 1 L <strong>of</strong> sample was reduced to 30 mL at 22 C and under a vacuum<br />
pressure <strong>of</strong> approximately 27.5 in. Hg (70 mm Hg). This volume reduction was<br />
conducted in a successive manner where<strong>by</strong> the concentrate was decanted from a<br />
larger vessel into a smaller flask, allowing the physical separation <strong>of</strong> precipitated<br />
salts. If the salt precipitate appeared colored, it was rinsed with water and this wash<br />
was combined with the concentrate. Upon reaching a volume <strong>of</strong> 30 mL, the<br />
concentrate was placed in small sample vials (50 mL); using ultra-high-purity N2 gas<br />
with a Pierce Reacti-Therm III Heating Stirring Module, the sample was concen<br />
trated to a final volume <strong>of</strong> approximately 100 mL. In this volume, the amount <strong>of</strong><br />
DOC was targeted at 1 mg. If salt precipitation was visible and if the precipitate was<br />
colored, the precipitate was rinsed in an attempt to minimize DOC loss. DOC losses<br />
were typically less than 5 percent.<br />
Pyrolysis samples were prepared in quartz capillary tubes from this final<br />
concentrate <strong>by</strong> coating the tubes with 20 mL <strong>of</strong> the concentrate (200 mg DOC) and<br />
allowing them to dry overnight at room temperature. Care was taken to evenly<br />
distribute the sample along the surface area <strong>of</strong> the tubes and not to overload the tubes<br />
with sample. In order to produce reproducible and uniform pyrolytic conditions,<br />
thermal gradients within the sample tube were avoided (Irwin 1982). Overloaded<br />
tubes could lead to the formation <strong>of</strong> secondary pyrolysis product because <strong>of</strong> a<br />
recombination <strong>of</strong> primary fragments. When there was a high concentration <strong>of</strong> salt<br />
in the sample (i.e., hard water source or high-alkalinity water), the quartz tubes were<br />
placed in an oven at 50 C overnight. Once the tubes were dried, deactivated glass<br />
wool was placed in each end <strong>of</strong> the tube.<br />
Specifications for each component <strong>of</strong> the analysis are shown in Table 2.8.<br />
The quartz tubes <strong>of</strong> samples were placed inside a coiled platinum filament <strong>of</strong> the<br />
Pyroprobe 2000. This unit employed heated filament pyrolysis and had flexible<br />
temperature-ramping capabilities up to a maximum temperature <strong>of</strong> 1,500 C. This<br />
instrument also provided coupled temperature ramping <strong>of</strong> the interface and the<br />
pyrolysis filament. Often the first pyrolysis tube <strong>of</strong> a set <strong>of</strong> replicates was sacrificed<br />
in order to screen any special features <strong>of</strong> a particular sample, particularly salt<br />
influences. In the absence <strong>of</strong> salt effects (i.e., for low carbonate concentration),<br />
sample tubes were loaded at an initial interface temperature <strong>of</strong> 70 C. The interface<br />
was then ramped from 70 to 250 C at 30 C/s simultaneously with the temperature<br />
ramp <strong>of</strong> the pyrolysis filament.<br />
For carbonate salts, an additional effect was observed that involved a<br />
swamping effect <strong>by</strong> CO 2 gas as it sublimed from the pyrolysis sample. A method to<br />
minimize this effect was developed and involved loading the pyrolysis sample into<br />
the interface at an initial temperature <strong>of</strong> 120 C and holding the sample at this<br />
temperature for 90 minutes. This procedure drove <strong>of</strong>f inorganic CO2 and associated<br />
water without loss <strong>of</strong> organic carbon. The interface was then ramped from 120 to<br />
250 C at 33.3 C/s simultaneously with the pyrolysis ramp as described earlier.<br />
Once the pyrolysis run was completed, the interface temperature was held at 250 C<br />
for 2 minutes and then reduced to 50 C. By a lowering <strong>of</strong> the temperature <strong>of</strong> the<br />
interface, CO2 sublimation was minimized. Although these steps help to eliminate<br />
salt effects, it was also necessary to increase the frequency <strong>of</strong> cleaning the mass<br />
spectrometry (MS) source and interface. Because all the first <strong>GAC</strong> breakthrough<br />
samples and Salt River samples had very high salt levels, the source was cleaned
18 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Table 2.8 Specifications for PY-GC-MS analysis<br />
Analytical step Instrument Conditions<br />
Pyrolysis<br />
Chemical Data Systems<br />
Pyroprobe 2000<br />
Heated filament<br />
Temperature ramp: 100-720°C<br />
at 20°C/millisecond<br />
Hold 720°C for 20 seconds<br />
Internal temperature 625±5°C<br />
Gas chromatography Fison 8030<br />
Supelcowax 10, 60-m column<br />
Splitless injection<br />
45-260°C at 2°C/min;<br />
at 260°C hold 45 minutes<br />
Mass spectrometry Fison MD 800<br />
Operated at 70 eV,<br />
scanning 20-400 amu at 1 scan/s<br />
Data analysis<br />
Digital 433dxLp<br />
NIST Library<br />
NIST = National Institute <strong>of</strong> Standards and Technology<br />
after every two runs, and the interface was cleaned with a cotton swab after each run<br />
in order to avoid salt deposition throughout the instrument.<br />
The pyrolysis temperature was ramped resistively <strong>by</strong> a booster current from<br />
an initial temperature <strong>of</strong> 70 or 120 C to 725 C at 20 C/millisecond. The final<br />
temperature was held for 20 seconds. This internal temperature was critical for<br />
reproducibility <strong>of</strong> organic fragmentation consistent with predicted patterns. A minithermometer<br />
(Cole-Palmer 8508-45 Type K) was used to verify these conditions.<br />
Pyrolysis was conducted in an inert helium atmosphere (ultrahigh purity);<br />
with the temperature pr<strong>of</strong>ile just described, flash pyrolysis <strong>of</strong> the parent organic<br />
compounds occurred. The pyrolysis fragments were quickly swept onto the gas<br />
chromatography (GC) column <strong>of</strong> the Fisons 8030 gas chromatograph. A Supelcowax<br />
10,60-m polar column was used with splitless injection (allowing use <strong>of</strong> very small<br />
sample mass). A 60-m length was chosen because better peak separation was<br />
achieved. The following temperature gradient was used: 45 C held for 15 minutes,<br />
45-260 C ramping at 2 C/min and 260 C held for 45 minutes.<br />
A Fisons MD 800 mass spectrometer served as the detector. It was operated<br />
at 70 eV and typically scans from 20-400 amu at 1 scan/s.<br />
Quality Assurance-Quality Control<br />
The quality assurance-quality control steps stipulated <strong>by</strong> the respective<br />
analytical methods were followed. Table 2.9 summarizes the analytical precision<br />
for the methods followed at UC and the laboratories <strong>of</strong> the participating utilities.
University<br />
<strong>of</strong> Cincinnati<br />
Detection % Samples Detection % Samples Detection % Samples Detection %<br />
limit recovery replicated (%) limit recovery replicated (%) limit recovery replicated (%) limit recovery<br />
Samples<br />
replicated (%)<br />
100<br />
100<br />
—<br />
10<br />
—<br />
—<br />
—<br />
—<br />
I<br />
c<br />
a<br />
ex.<br />
a-<br />
I<br />
Table 2.9 Summary <strong>of</strong> detection limits and precisions for analytical methods<br />
Cincinnati Jefferson Parish University<br />
<strong>Water</strong> Works <strong>Water</strong> Department <strong>of</strong> Massachusetts<br />
TOC or DOC<br />
uv254<br />
CD<br />
TOX<br />
0.2mg/L >90 10 10 pg/L 98<br />
— — — — —<br />
0.01 mg/L 98 — 0.07 mg/L —<br />
5M9/L 93-107 10 0.27 pg Cl~ 99.2<br />
100 50 pg/L ±5<br />
— 0.01/cm —<br />
— — —<br />
100 — —<br />
100<br />
100<br />
—<br />
—<br />
0.1 mg/L ±5<br />
0.01/cm —<br />
0.1 mg/L —<br />
3 M9/L 95-105<br />
THM<br />
0.1 ng/L — 10 0.001-0.04 (jg/L >95<br />
5 0.5 pg/L 90-110<br />
100<br />
1 pg/L >95<br />
HAA<br />
0.3-0.5 \ig/L — 10 — —<br />
— 0.5pg/L 90-110<br />
10<br />
— —<br />
CH<br />
Aldehydes<br />
Ketoacids<br />
0.5 Mg/L — 10 — —<br />
— — — — —<br />
— — — — —<br />
— 0.5pg/L 90-100<br />
— — —<br />
— 1 \ig/L 80-120<br />
5<br />
—<br />
5<br />
— —<br />
— —<br />
— —<br />
10-100<br />
CD = chlorine demand<br />
— indicates not known
Chapter 3___________<br />
Using the RSSCT for Prediction <strong>of</strong><br />
Field-Scale NOM <strong>Removal</strong> and <strong>DBP</strong><br />
Control <strong>by</strong> GAG <strong>Adsorption</strong><br />
Studies to ascertain and optimize <strong>GAC</strong> performance are typically con<br />
ducted at pilot-scale prior to full-scale application. Pilot-scale studies, however, are<br />
costly and time-consuming. Consequently, it is desirable to be able to predict <strong>GAC</strong><br />
performance <strong>by</strong> alternative methods that may reduce both cost and time. Sontheimer<br />
et al. (1988) described both successful and unsuccessful applications <strong>of</strong> mathemati<br />
cal models to predict field-scale (both pilot- and full-scale) breakthrough. The<br />
modeling approach presents various difficulties. There are many limitations in<br />
accurately modeling a mixture such as NOM, and many model parameters are<br />
needed.<br />
An alternative to mathematical modeling is to use the RSSCT, which was<br />
developed to decrease the time and effort needed to assess the concentration<br />
breakthrough in a <strong>GAC</strong> column. To directly predict field-scale behavior, similitude<br />
to field-scale <strong>GAC</strong> systems has been maintained (Sontheimer et al. 1988). The<br />
relationship for the EBCT, hydraulic loading, column length, and operation time <strong>of</strong><br />
the small-scale column and large-scale (pilot- or full-scale) column is determined<br />
through the use <strong>of</strong> dimensional analysis and is a function <strong>of</strong> the ratio <strong>of</strong> <strong>GAC</strong> particle<br />
sizes utilized in the two columns. The RSSCT utilizes smaller <strong>GAC</strong> particle sizes,<br />
which yield shorter EBCTs, column lengths, and operation times compared to the<br />
large-scale columns. Successful application <strong>of</strong> the RSSCT produces breakthrough<br />
curves that are equivalent to those <strong>of</strong> a full- or pilot-scale adsorber. The method was<br />
pioneered <strong>by</strong> Frick (1982) and further developed into the RSSCT and extensively<br />
applied <strong>by</strong> Crittenden and coworkers (Crittenden et al. 1986, 1987, 1989, 1991;<br />
Hineline et al. 1987). A survey <strong>of</strong> past comparisons <strong>of</strong> the RSSCT to field-scale data<br />
for many waters and a variety <strong>of</strong> parameters can be found in Summers et al. (1995).<br />
The RSSCT has a number <strong>of</strong> advantages over other methods used to predict<br />
or simulate full-scale <strong>GAC</strong> performance, such as pilot-scale tests or predictive<br />
models. Depending on the conditions, the RSSCT can be conducted in
22 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
capacity and kinetics are not required, nor is the use <strong>of</strong> numerical or analytical<br />
models.<br />
However, the RSSCT has drawbacks due to the nature <strong>of</strong> the influent water.<br />
Because there is <strong>of</strong>ten variability in the quality <strong>of</strong> the influent water, the use <strong>of</strong> a<br />
batch influent for the RSSCT may lead to results that are not representative <strong>of</strong> the<br />
long-term operation <strong>of</strong> full- or pilot-scale systems, which show the effects <strong>of</strong><br />
seasonal water quality variability. Thus, the selection <strong>of</strong> a representative sample to<br />
serve as the influent to the RSSCT for representative comparisons is critical to the<br />
success <strong>of</strong> RSSCT simulations. Seasonal trends can be addressed <strong>by</strong> conducting a<br />
series <strong>of</strong> RSSCTs using batch influent water sampled at different times <strong>of</strong> the year.<br />
Furthermore, removal <strong>of</strong> DBF precursors in a <strong>GAC</strong> column due to long-term<br />
biodegradation is not simulated <strong>by</strong> the RSSCT, since the microorganisms may not<br />
have sufficient time to acclimate.<br />
Objectives and Approach________________<br />
The objectives <strong>of</strong> the work presented in this chapter were to verify the use<br />
<strong>of</strong> the RSSCT to predict full- or pilot-scale NOM removal and DBF control <strong>by</strong> <strong>GAC</strong><br />
adsorption. For this study, the appropriateness <strong>of</strong> the RSSCT was verified utilizing<br />
four waters from utilities operating either full- or pilot-scale <strong>GAC</strong> facilities: ORW,<br />
LGW, MRW, and PRW. Detailed information about each utility and pretreatment<br />
conditions is presented in Chapter 2. The RSSCT was designed based on either fullor<br />
pilot-scale operational conditions using the proportional diffusivity approach.<br />
This design approach, in which the scaling factor (SF) is the ratio <strong>of</strong> the particle<br />
diameter in the large column to the particle diameter in the small column, has been<br />
found appropriate for the scaling <strong>of</strong> columns used for NOM and DBF precursor<br />
adsorption (Summers et al. 1989, 1994c, 1995). Field-scale and RSSCT design<br />
parameters are presented in Table 3.1; RSSCT design equations are presented in<br />
Appendix A.<br />
The RSSCT and the full- or pilot-scale contactors were monitored for NOM<br />
removal <strong>by</strong> the surrogate parameters TOC and UV254 . DBF formation at both field<br />
and bench scale was assessed <strong>by</strong> the formation <strong>of</strong> TOX, TTHM, HAA6, and CH<br />
under utility-specific SDS conditions. During the RSSCT verification run, influent<br />
and effluent samples were also chlorinated under UFC. These uniform conditions<br />
Table 3.1 RSSCT and field-scale <strong>GAC</strong> contactor design parameters<br />
<strong>Water</strong><br />
<strong>GAC</strong> type<br />
Particle diameter (mm)<br />
RSSCT,<br />
"so<br />
Field scale,<br />
"LC<br />
Scaling<br />
factor<br />
EBCT (minutes)<br />
RSSCT,<br />
EBCTSC<br />
Field scale,<br />
EBCTLC<br />
ORW<br />
MRW<br />
LGW<br />
PRW<br />
F400<br />
<strong>GAC</strong> 40<br />
F400*<br />
F400<br />
0.08<br />
0.11<br />
0.20<br />
0.08<br />
1.05<br />
1.05<br />
1.49<br />
1.05<br />
12.6<br />
9.4<br />
7.4<br />
. 12.6<br />
1.2<br />
0.66<br />
2.0<br />
1.6<br />
15<br />
6.25<br />
15<br />
20<br />
* Sieved to yield a larger size
Using the RSSCTfor Field-Scale Prediction 23<br />
were used for all other RSSCT runs. The comparison between DBF formation under<br />
SDS conditions and UFC is presented in Chapter 4. Full- or pilot-scale chlorination<br />
was performed <strong>by</strong> the utility, while bench-scale chlorination was performed at UC.<br />
Results and Discussion_________________<br />
Ohio River <strong>Water</strong><br />
The TOC results <strong>of</strong> the full-scale contactor and RSSCT are shown in Figure<br />
3.1 for ORW. For this figure and the remaining figures in this chapter, the full- or<br />
pilot-scale effluent values are normalized with respect to the influent concentration<br />
<strong>of</strong> the same sample day. The full- or pilot-scale influent values are normalized with<br />
respect to the average influent concentration. The RSSCT influent concentration is<br />
the average value <strong>of</strong> two or three measurements <strong>of</strong> the batch influent, and the RSSCT<br />
effluent values are normalized to that value. The RSSCT run time is expressed as<br />
that <strong>of</strong> the full-scale column <strong>by</strong> using the SF; i.e., scaled operation time = RSSCT<br />
run time x SF.<br />
The full-scale influent TOC concentration <strong>of</strong> ORW varied <strong>by</strong> nearly a factor<br />
<strong>of</strong> 2 over the course <strong>of</strong> the 210-day run, but the average influent concentration was<br />
the same as that <strong>of</strong> the batch RSSCT influent, which was collected on day 120. In<br />
spite <strong>of</strong> the influent concentration variation, the full-scale breakthrough behavior<br />
was extremely well predicted <strong>by</strong> the RSSCT. Biodegradation, which probably<br />
occurred in the full-scale <strong>GAC</strong> column and presumably not in the RSSCT, did not<br />
have a detectable impact on the comparison. The BDOC levels <strong>of</strong> the full-scale and<br />
RSSCT influents were only 10 percent <strong>of</strong> the TOC.<br />
Similar success was found for UV254 breakthrough behavior, another<br />
indicator <strong>of</strong> NOM breakthrough behavior, as shown in Figure 3.2. Figures 3.3 to 3.6<br />
illustrate breakthrough behavior at both bench and full scale for SDS-TOX, SDS-<br />
TTHM, SDS-HAA6, and SDS-CH, respectively. DBF formation breakthrough was<br />
similar to NOM breakthrough, and the RSSCT successfully predicted full-scale<br />
conditions for these parameters.<br />
Lake Gaillard <strong>Water</strong><br />
The RSSCT and pilot-scale <strong>GAC</strong> performance for LOW is shown in<br />
Figures 3.7 through 3.10. The RSSCT was performed on-site at SCCRWA. Figure<br />
3.7 shows TOC breakthrough. The ozonated pilot-scale influent remained relatively<br />
constant over the course <strong>of</strong> the run, and the average pilot-scale and batch RSSCT<br />
influent TOC concentrations were essentially the same. Although the influent<br />
concentrations were the same, the pilot-scale contactor showed earlier break<br />
through.<br />
Figures 3.8 to 3.10 compare DBF control for SDS-TOX, SDS-TTHM, and<br />
SDS-HAA5, respectively. CH concentrations were at or below the detection limit.<br />
The RSSCT predicted DBF control at the pilot-scale level extremely well. For<br />
LGW, <strong>GAC</strong> very effectively removed DBF precursors: After 4 months the effluent<br />
concentration reached only approximately 30 percent <strong>of</strong> the influent concentration<br />
for the three parameters investigated.
24 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Mississippi River <strong>Water</strong><br />
The TOC and UV254 breakthrough behaviors for MRW are compared in<br />
Figures 3.11 and 3.12, respectively. The ozonated pilot plant influent was relatively<br />
constant over the 75-day run, but the average TOC and UV254 values were 30 per<br />
cent higher than those <strong>of</strong> the RSSCT. The batch sample for the RSSCT influent was<br />
taken on day 15, at a time when the influent TOC and UV254 values were 10 percent<br />
lower than for the average pilot plant influent. In addition, during the 6-day shipping<br />
time from JPWD to UC, the influent was biodegraded no BDOC was detected in<br />
the shipped influent, while the pilot plant influent had averaged about 25 percent<br />
BDOC following ozonation. This change in TOC and UV254 level and composition<br />
affected the NOM breakthrough, as shown in Figures 3.11 and 3.12. As expected,<br />
the higher influent values <strong>of</strong> the pilot plant column led to earlier breakthrough than<br />
for the RSSCT. Another factor possibly contributing to the earlier breakthrough in<br />
the pilot plant is that the pilot-scale column was operated as a filter adsorber and was<br />
therefore backwashed regularly, while the RSSCT was not backwashed. However,<br />
Hong and Summers (1994) have shown that backwashing normally does not impact<br />
NOM breakthrough behavior! After about 50 percent breakthrough, the RSSCT and<br />
pilot plant results coincided. Similar behavior was found for SDS-TOX, SDS-<br />
TTHM, SDS-HAA6, and SDS-CH, as shown in Figures 3.13 to 3.16, respectively.<br />
The higher influent concentrations to the pilot-scale contactor resulted in earlier<br />
breakthrough.<br />
Passaic River <strong>Water</strong><br />
The TOC breakthrough behavior for PRW is shown in Figure 3.17. The<br />
sample for the RSSCT batch influent was collected on the first day <strong>of</strong> operation <strong>of</strong><br />
the pilot plant column; the pilot plant influent TOC decreased for the first 100 days,<br />
then increased during the next 100 days. Still, the normalized breakthrough patterns<br />
match up extremely well. Given the 30 percent higher average TOC concentration<br />
in the RSSCT influent, an earlier RSSCT breakthrough was expected. For UV254 ,<br />
shown in Figure 3.18, the pilot-scale showed earlier breakthrough. The results for<br />
DBF precursor breakthrough are shown in Figures 3.19 to 3.22. With the exception<br />
<strong>of</strong> SDS-TOX, the pilot-scale <strong>GAC</strong> contactor showed earlier breakthrough.<br />
Summary_________________________<br />
The RSSCT can be successful in predicting full- or pilot-scale NOM<br />
removal and DBF control. The RSSCT predictions do not seem to be affected <strong>by</strong> the<br />
small amount <strong>of</strong> biodegradation that normally occurs in field-scale operation.<br />
However, the breakthrough behaviors discussed in this chapter illustrate the<br />
importance <strong>of</strong> gathering representative samples for the batch RSSCT influent.<br />
Influent water quality in river water sources can significantly change throughout the<br />
year; thus, several RSSCTs are needed, spaced to capture seasonal trends. For<br />
waters that are ozonated, the RSSCT should be performed on-site as quickly as<br />
possible after ozonation. Delaying the RSSCT because <strong>of</strong> shipping or for other<br />
reasons can lead to biodegradation and changes in the NOM because ozonated<br />
samples typically have higher levels <strong>of</strong> biodegradable fractions. If these limitations
Using the RSSCT for Field-Scale Prediction 25<br />
are recognized, the RSSCT can still be used to investigate operational consider<br />
ations and the impact <strong>of</strong> various pretreatment options under controlled conditions.<br />
In this study, RSSCT predictions were compared to field-scale behavior on<br />
a purely qualitative basis. To determine whether there is a significant difference<br />
between field-scale and RSSCT breakthrough behavior, however, it is desirable to<br />
statistically compare the data. A rigorous statistical analysis to compare RSSCT and<br />
field-scale data has been attempted in the past, but various statistical alternatives<br />
have not led to an accepted approach. As part <strong>of</strong> this project, a statistical method for<br />
the comparison <strong>of</strong> RSSCT and field-scale <strong>GAC</strong> breakthrough curves was developed<br />
and tested using the data presented in this chapter.<br />
The statistical method developed was based on the paired t-test. The<br />
procedure was applied to the four waters and range <strong>of</strong> parameters that were<br />
discussed qualitatively. A detailed description <strong>of</strong> the method and results is presented<br />
in Appendix B.
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Chapter 4___________<br />
Comparison <strong>of</strong> Breakthrough Patterns<br />
for Simulated Distribution System and<br />
Uniform Formation Condition DBFs<br />
In Chapter 3, SDS conditions were utilized to verify the RSSCT <strong>by</strong> com<br />
parisons <strong>of</strong> field-scale and RSSCT breakthrough curves for a given water. However,<br />
SDS conditions change from utility to utility, so results from different waters cannot<br />
be directly compared. To facilitate comparisons among different waters, the UFC<br />
chlorination test was developed. The UFC test can also be used to analyze the effects<br />
<strong>of</strong> pretreatment, EBCT, and other operational parameters on <strong>GAC</strong> breakthrough for<br />
a single water.<br />
The concentration <strong>of</strong> DBFs formed under SDS conditions may differ<br />
compared to that under UFC, because <strong>of</strong> variations in incubation time, temperature,<br />
pH, or chlorine dose and residual. After <strong>GAC</strong> treatment, however, the effluent DBF<br />
concentrations are <strong>of</strong>ten normalized <strong>by</strong> being divided <strong>by</strong> influent concentrations,<br />
there<strong>by</strong> increasing the potential for a close match <strong>of</strong> the breakthrough patterns using<br />
UFC and SDS conditions. Of interest is whether normalized DBF breakthrough<br />
curve patterns under UFC are similar to those produced under SDS conditions. If<br />
there are no differences in the normalized breakthrough curves under UFC and SDS<br />
conditions, then studies conducted with UFC can be used <strong>by</strong> utilities to ascertain the<br />
adsorption breakthrough under SDS conditions.<br />
Experimental Conditions_________________<br />
For three <strong>of</strong> the four waters used in the verification study (Chapter 3), <strong>GAC</strong><br />
influent and effluent samples were chlorinated under both UFC and SDS conditions,<br />
allowing for comparisons <strong>of</strong> the normalized DBF breakthrough patterns observed<br />
under both chlorination tests. These waters were ORW, LOW, and MRW. The<br />
treatment conditions for these waters are described in Chapter 2. The three waters<br />
represent a range <strong>of</strong> water quality conditions. TOC concentrations prior to <strong>GAC</strong><br />
treatment range from 1.7 to 2.7 mg/L,whileBr concentrations range from 14to 132<br />
ug/L. Thus, a range <strong>of</strong> DBF formation is expected. Table 4.1 compares UFC to<br />
water-specific SDS chlorination conditions.<br />
SDS incubation times were higher in all three cases, ranging from 2 to 5<br />
days. For both ORW and MRW, SDS incubation temperature was varied during<br />
breakthrough to better simulate field-scale conditions. The pH values used for the<br />
37
38 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Table 4.1 UFC and SDS chlorination conditions<br />
Parameter<br />
UFC<br />
ORW-SDS<br />
LGW-SDS<br />
MRW-SDS<br />
Incubation time (days)<br />
Incubation temperature (°C)<br />
PH<br />
Chlorine residual (mg CI2/L)<br />
1<br />
20.0<br />
8.0<br />
1.0<br />
3<br />
30, 23, 10<br />
8.0<br />
1.0<br />
2<br />
10<br />
7.3<br />
Dose: 2.8*<br />
5<br />
28,20<br />
8.4<br />
1.0<br />
* Initial dose; test was not based on a residual<br />
SDS tests were similar to UFC, ranging from 7.3 to 8.4. For ORW and MRW, the<br />
chlorine residual was the same as that required for UFC, while LGW used a chlorine<br />
dose-based test resulting in a different residual after the incubation period.<br />
Results and Discussion________________<br />
For the three waters examined, the range <strong>of</strong> SDS chlorination conditions<br />
outlined in Table 4.1 led to differences in DBF formation in the influent to <strong>GAC</strong> as<br />
compared to UFC. Table 4.2 compares the TTHM, HAA6 or HAAS, TOX, and CH<br />
concentrations formed under both UFC and SDS conditions in the influent <strong>GAC</strong><br />
samples for all three waters.<br />
It is evident that the SDS conditions used for ORW and MRW increased the<br />
formation <strong>of</strong> all DBFs analyzed as compared to UFC, because <strong>of</strong> longer incubation<br />
times and higher incubation temperatures. For LGW, SDS conditions resulted in<br />
lower DBF concentrations. Although incubation times were longer and chlorine<br />
residuals higher, the SDS incubation temperature was much lower than for UFC.<br />
The effects <strong>of</strong> incubation time, temperature, pH, and chlorine residual on DBF<br />
formation are discussed for ORW and SRPW in Appendix C.<br />
These differences in DBF yield were expected given the differences in<br />
chlorination between SDS conditions and UFC. After <strong>GAC</strong> treatment, weakly<br />
adsorbed DBF precursors show earlier breakthrough, followed <strong>by</strong> more strongly<br />
adsorbed precursors. It was important to determine whether the change in DBF<br />
precursor levels as a rsult <strong>of</strong> <strong>GAC</strong> treatment was proportionally different for UFC<br />
and SDS conditions. To evaluate this, a comparison <strong>of</strong> the <strong>GAC</strong> breakthrough<br />
patterns on a normalized basis was made for each DBF chlorinated under both types<br />
<strong>of</strong> conditions. If the pattern generated using UFC was representative <strong>of</strong> that using<br />
SDS conditions for each water, then the UFC breakthrough curves could be used to<br />
estimate breakthrough at different chlorination conditions.<br />
Ohio River <strong>Water</strong><br />
Figures 4.1, 4.2, and 4.3 show the effect <strong>of</strong> chlorination conditions on the<br />
<strong>GAC</strong> breakthrough <strong>of</strong> TTHM, HAA6, and TOX, respectively, for ORW. CH<br />
concentrations were difficult to compare because most effluent samples chlorinated<br />
under both types <strong>of</strong> conditions were below the detection limit. The breakthrough<br />
patterns observed for TTHM and TOX were very similar for both UFC and SDS
Breakthrough for SDS and UFC DBFs 39<br />
Table 4.2 <strong>DBP</strong> formation in <strong>GAC</strong> influent under UFC and SDS conditions<br />
ORW LGW MRW<br />
Diff. Diff. Diff<br />
<strong>DBP</strong> UFC SDS UFC SDS UFC SDS<br />
TTHM (ug/L)<br />
HAA6 (ug/L)<br />
TOX (ug CI-/L)<br />
CH (ug/L)<br />
86.1<br />
25.5<br />
172<br />
3.9<br />
131<br />
50<br />
228<br />
11.3<br />
+52<br />
+96<br />
+33<br />
+290<br />
28.9<br />
31.6*<br />
132<br />
NA<br />
22.3<br />
18.1*<br />
109<br />
2.8<br />
-23<br />
-43<br />
-17<br />
NA<br />
50.2<br />
21.2<br />
169<br />
7.9<br />
85.1<br />
43.1<br />
255<br />
10.9<br />
+69<br />
+103<br />
+51<br />
+38<br />
Diff. = difference<br />
NA = not available<br />
*HAA5<br />
conditions. Conversely, a rapid increase in breakthrough was seen for HAA6 under<br />
UFC as compared to SDS conditions. The departure between these two curves may<br />
possibly be attributed to the fact that the HAAs were only partially quantified—<br />
analytical standards are available only for six <strong>of</strong> a total <strong>of</strong> nine HAA species. Those<br />
not analyzed in this evaluation are the mixed chloro-bromo species, which have<br />
been shown to represent a significant percentage <strong>of</strong> total HAA formation in waters<br />
containing high levels <strong>of</strong> bromide. This comparison is further confounded <strong>by</strong> the<br />
facts that (1) brominated DBFs typically form faster than their chlorinated analogs,<br />
which is relevant given that the UFC and SDS conditions represent different holding<br />
periods; (2) early in the breakthrough period, the bromide: DOC ratio (Br:DOC)<br />
and consequently bromide:chlorine (Br~:Cl 2) ratios were high, resulting in higher<br />
bromine substitution in DBFs; and (3) this particular water contained a relatively<br />
high bromide concentration (132 ug/L). These factors combine to hamper the<br />
comparison <strong>of</strong> normalized SDS and UFC HAA6 breakthrough curves.<br />
Lake Gailiard <strong>Water</strong><br />
The influent <strong>DBP</strong> precursor concentrations measured for LGW were<br />
usually much lower than for either ORW or MRW. Still, overall breakthrough<br />
patterns generated <strong>by</strong> the two types <strong>of</strong> chlorination conditions compared extremely<br />
well (except for two points around 30 and 60 days for THM breakthrough), as shown<br />
in Figures 4.4,4.5, and 4.6 for TTHM, HAA5, and TOX, respectively. Is should be<br />
noted here that LGW has much lower bromide levels compared to ORW, and thus<br />
some <strong>of</strong> the confounding factors were not apparent.<br />
Mississippi River <strong>Water</strong><br />
The effect <strong>of</strong> chlorination conditions on the <strong>GAC</strong> breakthrough patterns for<br />
MRW are shown in Figures 4.7,4.8,4.9, and 4.10 for TTHM, HAA6, TOX, and CH,<br />
respectively (except for four points on the CH breakthrough curve). Even though<br />
influent <strong>DBP</strong> formation was consistently much higher under SDS conditions than<br />
under UFC, effluent breakthrough curves, when normalized to the respective
40 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
influent values, showed very similar patterns for both types <strong>of</strong> conditions. Similar<br />
to LOW, MRW also had lower bromide levels compared to ORW.<br />
Summary_____________________________<br />
This study showed that chlorination under UFC resulted in normalized<br />
<strong>GAC</strong> breakthrough patterns that were very similar to those generated under the sitespecific<br />
SDS conditions for three waters encompassing a range <strong>of</strong> water quality<br />
parameters. Although the SDS conditions differed from UFC, as shown <strong>by</strong> the<br />
differences <strong>of</strong> up to a factor <strong>of</strong> 4 in <strong>GAC</strong> influent DBF formation, the normalized<br />
DBF breakthrough curves generated under UFC were very similar to those gener<br />
ated under SDS conditions. In 9 <strong>of</strong> the 10 cases studied, including four DBFs and<br />
three waters, UFC and SDS normalized breakthrough patterns compared extremely<br />
well. This indicates that the DBF precursors remaining after <strong>GAC</strong> treatment reacted<br />
proportionally the same way as before <strong>GAC</strong> treatment under both types <strong>of</strong> chlori<br />
nation conditions.<br />
It should be noted here that, for waters with elevated bromide levels, the<br />
comparisons may not be adequate, especially if all the halogenated species <strong>of</strong> a<br />
particular DBF are not considered. For example, the use <strong>of</strong> six species out <strong>of</strong> a total<br />
<strong>of</strong> nine HAAs resulted in differences between UFC and SDS conditions for ORW,<br />
a source with elevated bromide levels.<br />
The impact <strong>of</strong> bromide concentrations on this finding is important. For<br />
water with relatively high bromide concentrations, the speciation <strong>of</strong> DBFs within<br />
a specific class <strong>of</strong> DBFs may vary depending on chlorination conditions because <strong>of</strong><br />
varying Br~:Cl2 ratios between SDS conditions and UFC. The difference in HAA6<br />
breakthrough patterns between SDS conditios and UFC for ORW may be due in<br />
large part to the relatively high bromide concentrations in this water. For the other<br />
waters, which contained moderate to low bromide concentrations, the normalized<br />
breakthrough curves were more similar.
s<br />
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p p p p p<br />
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Normalized concentration, C/C0
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Normalized concentration, C/Cn D) Normalized concentration, C/C0<br />
p<br />
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44 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
UFC influent 50.2<br />
SDS influent 85.1<br />
UFC effluent<br />
SDS effluent<br />
Scaled operation time (days)<br />
Figure 4.7 Effect <strong>of</strong> chlorination conditions on RSSCT TTHM breakthrough for<br />
Mississippi River water<br />
1.0<br />
0.8 -<br />
HAA6 C0 (ug/L)<br />
UFC influent 21.2<br />
SDS influent 43.1<br />
• UFC effluent<br />
0 SDS effluent<br />
10 20 30<br />
Scaled operation time (days)<br />
Figure 4.8 Effect <strong>of</strong> chlorination conditions on RSSCT HAA6 breakthrough for<br />
Mississippi River water
Breakthrough for SDS and UFC DBFs 45<br />
8<br />
o<br />
1.0<br />
0.8 -<br />
0.6 -<br />
TOX<br />
UFC influent<br />
SDS influent<br />
• UFC effluent<br />
0 SDS effluent<br />
C0 (ugCI7L)<br />
169<br />
255<br />
I 0.4 -<br />
o<br />
T3<br />
0)<br />
N<br />
1 0.2 H<br />
o<br />
z<br />
0.0<br />
10 20 30<br />
40 50<br />
Scaled operation time (days)<br />
Figure 4.9 Effect <strong>of</strong> chlorination conditions on RSSCT TOX breakthrough for<br />
Mississippi River water<br />
CD (ug/L)<br />
UFC influent 7.9<br />
SDS influent 10.9<br />
• UFC effluent<br />
0 SDS effluent<br />
Scaled operation time (days)<br />
Figure 4.10 Effect <strong>of</strong> chlorination conditions on RSSCT CH breakthrough for<br />
Mississippi River water
Chapter 5<br />
NOM Characterization<br />
NOM is composed <strong>of</strong> a broad spectrum <strong>of</strong> organic substances with a wide<br />
range <strong>of</strong> chemical characteristics. Because <strong>of</strong> its heterogeneous nature, NOM<br />
cannot be measured directly; rather, it must be quantified using nonspecific surro<br />
gate parameters. This heterogeneity is also evident in the differing degrees <strong>of</strong><br />
adsorbability <strong>of</strong> these compounds <strong>by</strong> <strong>GAC</strong> (Sontheimer et al. 1988). Owen et al.<br />
(1992) indicated that treatment can be tailored for targeted removal <strong>of</strong> NOM<br />
fractions. In general, the easily adsorbable (and thus easily removable) fraction is<br />
thought to be more nonpolar and more humic in nature than the nonadsorbable<br />
fraction, as well as having intermediate molecular size and specific ultraviolet (UV)<br />
absorbance. The nonadsorbable fraction <strong>of</strong> NOM is thought to be composed <strong>of</strong> the<br />
polar nonhumic NOM fraction that has a smaller molecular size and low specific U V<br />
absorbance (Jackson et al. 1993). Semmens and Staples (1986) showed that 70 to<br />
90 percent <strong>of</strong> organic compounds passing through <strong>GAC</strong> were predominantly<br />
hydrophilic (nonhumic) and had a small MS. Earlier work with isolated humic<br />
substances showed that adsorbability decreased with increasing MS because <strong>of</strong> size<br />
exclusion in the smaller pores (Roberts and Summers, 1982). In that work, the<br />
different MS fractions <strong>of</strong> the humic substances were shown to be chemically<br />
homogenous. For natural waters, NOM is a mixture <strong>of</strong> humic and nonhumic<br />
substances, and the small MS fractions may be nonhumic in nature (Koechling and<br />
Summers 1995).<br />
In addition to a characterization <strong>of</strong> NOM into DOC fractions, the DBF<br />
precursor content in each fraction is also <strong>of</strong> interest. Semmens and Staples (1986)<br />
showed that the THM precursors in raw MRW were almost evenly split between the<br />
hydrophobic (humic) and hydrophilic (nonhumic) fractions. Koechling and Sum<br />
mers (1995) and Shukairy (1994) demonstrated that the small MS fraction contained<br />
similar specific DBF yields as compared to the larger MS fraction when all fractions<br />
were adjusted to the same DOC. Dryfuse et al. (1995), however, showed lower<br />
specific DBF yields for the small MS compounds compared to those for the larger<br />
MS fractions when the DOC was not adjusted.<br />
Objectives________________________<br />
The objectives <strong>of</strong> the work presented in this chapter are (1) to systematically<br />
characterize NOM in both raw and treated waters, as well as its removal <strong>by</strong> <strong>GAC</strong>,<br />
and (2) to relate it to DBF formation for a range <strong>of</strong> waters. The chapter is subdivided<br />
to discuss NOM characterization <strong>of</strong> raw water, field-scale treatment systems, and<br />
bench-scale treatment systems.<br />
47
48 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Raw <strong>Water</strong> NOM Characterization<br />
Approach<br />
Raw water was sampled at the same time that water for the <strong>GAC</strong> influent<br />
was collected for ORW, LOW, MRW, PRW, SRPW, and FGW. Raw water NOM<br />
was characterized in terms <strong>of</strong> humic and nonhumic fractions, MS fractions, and<br />
biodegradability (as determined <strong>by</strong> BDOC). The unfractionated and fractionated<br />
waters were characterized in terms <strong>of</strong> DOC and specific UFC-TTHM yields accord<br />
ing to the methods outlined in Chapter 2. Seasonal water quality monitoring was<br />
performed for ORW and PRW. Raw water was collected four times, and samples<br />
were characterized in terms <strong>of</strong> humic and nonhumic fraction composition, biode<br />
gradability, and PY-GC-MS fractions.<br />
Results and Discussion<br />
Source <strong>Water</strong> Characteristics<br />
Table 5.1 summarizes the DOC fractionation and BDOC results for the six<br />
raw waters examined. The raw waters were more humic (53 to 75 percent) than<br />
nonhumic (25 to 47 percent) in nature. The relative percent composition <strong>of</strong> each<br />
fraction was dependent on the water source. FGW was the most humic in nature (75<br />
percent <strong>of</strong> the DOC was found in the humic fraction), while SRPW was the least<br />
humic in nature (53 percent). The intermediate MS fraction dominated the MS<br />
distribution, with most waters having an equal distribution between the largest and<br />
smallest MS fractions. The BDOC varied from below detection limit (
NOM Characterization 49<br />
Table 5.1<br />
Summary <strong>of</strong> raw water fractionation and BDOC results<br />
DOC (%)<br />
BDOC<br />
<strong>Water</strong><br />
Sample<br />
date<br />
DOC<br />
(mg/L)<br />
Nonhumic<br />
Humic<br />
3,000<br />
MS<br />
(mg/L)<br />
%<br />
<strong>of</strong> DOC<br />
ORW<br />
1 1/4/93<br />
2.2<br />
45<br />
55<br />
19<br />
60<br />
21<br />
0.5<br />
23<br />
LGW<br />
MRW<br />
5/25/94<br />
10/30/93<br />
2.6<br />
3.7<br />
40<br />
34<br />
60<br />
66<br />
10<br />
14<br />
60<br />
76<br />
30<br />
10<br />
0.4<br />
0.9<br />
15<br />
24<br />
PRW<br />
11/16/94<br />
3.9<br />
44<br />
56<br />
16<br />
63<br />
21<br />
1.0<br />
26<br />
SRPW<br />
FGW<br />
8/10/94<br />
2/28/95<br />
13<br />
2.2<br />
47<br />
25<br />
53<br />
75<br />
20<br />
8<br />
65<br />
90<br />
15<br />
2<br />
BDL<br />
2.2<br />
NA<br />
17<br />
BDL = below detection limit<br />
NA = not applicable<br />
Table 5.2<br />
<strong>Water</strong><br />
Specific TTHM yields <strong>of</strong> raw waters<br />
Br-:DOC<br />
(mg/mg)<br />
Specific Yield (\ig TTHM/mg DOC)<br />
Unfractionated<br />
Nonhumic<br />
Humic<br />
Br-:DOC<br />
(mg/mg)<br />
Specific Yield (ug TTHM/mg DOC)<br />
Unfractionated<br />
50 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
simpler for FGW, indicating the greater age <strong>of</strong> the FGW humic material compared<br />
tothat<strong>of</strong>LGW.<br />
Seasonal Variations<br />
The impact <strong>of</strong> seasonal variation on the unfractionated DOC and the humic -<br />
nonhumic distribution forORW is illustrated in Figure 5.1. The DOC varied from<br />
1.7 to 3.3 mg/L. As with the data in Table 5.1, the raw water NOM was more humic<br />
than nonhumic in nature for all four samples. The relative distributions <strong>of</strong> DOC did<br />
not change significantly at different times in the year. The humic fraction compo<br />
sition varied from 52 to 63 percent. Figure 5.2 shows the specific TTHM yields for<br />
the fractions and the unfractionated sample. The specific TTHM yields <strong>of</strong> the humic<br />
fraction were slightly higher than those <strong>of</strong> the nonhumic fraction in two <strong>of</strong> the four<br />
seasons.<br />
The humic-nonhumic DOC distribution as a function <strong>of</strong> seasonal variability<br />
is shown in Figure 5.3 for PRW. The raw water DOC varied from 2.8 to 5.4 mg/L.<br />
As with other raw waters, the NOM was more humic in nature, which contributed<br />
to the formation <strong>of</strong> more DBFs in all four samples. The humic fraction composition<br />
varied from 53 to 59 percent <strong>of</strong> the total DOC. The specific TTHM yields for the<br />
fractions are shown in Figure 5.4. The humic fraction showed higher TTHM yields<br />
in three <strong>of</strong> the four seasons. The seasonal BDOC values <strong>of</strong> both ORW and PRW are<br />
presented in Table 5.4 and show that the average BDOC was about 18 percent <strong>of</strong> the<br />
total DOC, with no apparent seasonal pattern.<br />
As shown in Table 5.5, the relative distribution <strong>of</strong> NOM fragments varied<br />
significantly among the sampling dates. More variations were observed for ORW<br />
than for PRW samples. Benzonitrile and benzoic acid, markers <strong>of</strong> industrial or<br />
wastewater influence, were found in all ORW samples. Also, the ORW chromatographs<br />
were relatively simpler, with fewer peaks—another indication <strong>of</strong> a lack <strong>of</strong><br />
natural biological activity. PRW samples, although relatively more stable, showed<br />
a strong presence <strong>of</strong> halogen substituted fragments—another indication <strong>of</strong> indus<br />
trial influence.<br />
Table 5.4 Summary <strong>of</strong> seasonal water quality monitoring BDOC results_________<br />
ORW<br />
Raw Raw Raw Raw<br />
sample 1 sample 2 sample 3 sample 4<br />
Sample date 11/4/93 7/29/94 3/24/95 8/2/95<br />
BDOC (mg/L) 0.5 0.4 0.2 0.5<br />
BDOC (% <strong>of</strong> DOC) 23 23 9 17<br />
PRW<br />
Sample date 11/16/94 2/16/95 5/16/95 8/2/95<br />
BDOC (mg/L) 1.0 0.6 0.4 1.0<br />
BDOC (% Of DOC) 22 17 15 18
NOM Characterization 51<br />
Table 5.5 PY-GC-MS classification <strong>of</strong> seasonal samples<br />
Percent based upon peak height<br />
<strong>Water</strong><br />
Sample<br />
date<br />
DOC<br />
(mg/L)<br />
Aliphatic<br />
Aromatic<br />
Nitrogen<br />
containing<br />
Halogen<br />
substituted<br />
Unknown<br />
ORW<br />
1 1/4/93<br />
7/29/94<br />
3/24/95<br />
8/2/95<br />
2.2<br />
1.7<br />
2.2<br />
2.9<br />
34.5<br />
24.3 .<br />
24.6<br />
5.3<br />
15.8<br />
40.3<br />
51.5<br />
67.6<br />
35.9<br />
19.5<br />
9.0<br />
7.1<br />
13.9<br />
4.0<br />
6.0<br />
17.3<br />
BDL<br />
12.0<br />
8.9<br />
2.6<br />
PRW<br />
11/16/94<br />
2/16/95<br />
5/16/95<br />
8/2/95<br />
4.5<br />
3.5<br />
2.7<br />
5.5<br />
23.0<br />
24.3<br />
39.0<br />
34.3<br />
3.9<br />
4.0<br />
6.4<br />
16.6<br />
1.2<br />
6.6<br />
16.5<br />
12.8<br />
67.0<br />
61.5<br />
33.1<br />
31.2<br />
4.3<br />
3.7<br />
4.9<br />
5.0<br />
BDL = below detection limit<br />
Field-Scale NOM Characterization<br />
Approach<br />
<strong>GAC</strong> influent and effluent were sampled from pilot- or full-scale <strong>GAC</strong><br />
contactors for ORW, LOW, MRW, and PRW. NOM was characterized at each site<br />
for humic and nonhumic fractions and biodegradability.<br />
Results and Discussion<br />
Humic-Nonhumic Fractionation<br />
The <strong>GAC</strong> influent concentrations and the humic-nonhumic fractionation<br />
results for the pilot or full scale are shown in Table 5.6. In general, the <strong>GAC</strong> influent<br />
was more nonhumic than humic in nature. When these values are compared to the<br />
raw water results in Table 5.1 and Figures 5.1 and 5.3, it is evident that the<br />
pretreatment process at all four locations preferentially removed the humic fraction.<br />
This shift can be attributed to removal <strong>by</strong> coagulation for all waters except LGW,<br />
where the decrease in the humic fraction was most likely due to ozonation. The<br />
results presented in Table 5.6 also illustrate the variability found in field-scale <strong>GAC</strong><br />
systems. The <strong>GAC</strong> influent DOC varied from water to water. For ORW and PRW,<br />
DOC varied over the run time <strong>of</strong> the pilot- or full-scale <strong>GAC</strong> contactor. The <strong>GAC</strong><br />
influent DOC for ORW varied from 1.3 to 2.6 mg/L, and the nonhumic fraction<br />
ranged from 56 to 67 percent <strong>of</strong> the total DOC. The <strong>GAC</strong> influent for LGW remained<br />
very constant over the course <strong>of</strong> the run, as did the humic and nonhumic fractions.<br />
For MRW, the <strong>GAC</strong> influent was sampled only once and yielded a 60 percent<br />
nonhumic fraction (Figure 3.11 [p. 31] showed that the influent concentration did<br />
not vary much over the course <strong>of</strong> the run). PRW exhibited significant variability in<br />
DOC concentration in the <strong>GAC</strong> influent, from 1.8 to 4.3 mg/L, although the<br />
percentage <strong>of</strong> DOC that was nonhumic in nature varied from only 51 to 59 percent.
52 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Table 5.6 Summary <strong>of</strong> field-scale <strong>GAC</strong> influent humic-nonhumic fractionation results<br />
for ORW, LGW, MRW, and PRW<br />
Nonhumic fraction<br />
Humic fraction<br />
<strong>Water</strong><br />
Sample<br />
date<br />
Day <strong>of</strong><br />
run<br />
DOC<br />
(mg/L)<br />
DOC<br />
(mg/L)<br />
% <strong>of</strong> total<br />
DOC<br />
DOC<br />
(mg/L)<br />
% <strong>of</strong> total<br />
DOC<br />
ORW<br />
9/3/93<br />
10/6/93<br />
64<br />
97<br />
2.6<br />
2.3<br />
1.4<br />
1.4<br />
56<br />
64<br />
1.2<br />
0.9<br />
44<br />
36<br />
1(3/29/93<br />
120<br />
2.3<br />
1.6<br />
67<br />
0.7<br />
33<br />
1/27/94<br />
Average<br />
210<br />
1.3<br />
0.9<br />
66<br />
63<br />
0.4<br />
36<br />
37<br />
LGW<br />
4/15/94<br />
4/1 9/94<br />
29<br />
43<br />
1.5<br />
1.5<br />
0.8<br />
0.8<br />
53<br />
53<br />
0.7<br />
0.7<br />
47<br />
47<br />
5/3/94<br />
57<br />
1.5<br />
0.8<br />
53<br />
0.7<br />
47<br />
5/17/94<br />
71<br />
1.5<br />
0.8<br />
53<br />
0.7<br />
47<br />
6/27/94<br />
113<br />
1.4<br />
0.8<br />
57<br />
0.6<br />
43<br />
Average<br />
54<br />
46<br />
MRW<br />
12/10/93<br />
49<br />
3.0<br />
1.8<br />
60<br />
1.2<br />
40<br />
PRW<br />
11/16/94<br />
1<br />
3.5<br />
2.0<br />
57<br />
1.5<br />
43<br />
1/21/95<br />
66<br />
1.8<br />
1.1<br />
59<br />
0.7<br />
41<br />
1/31/95<br />
76<br />
2.0<br />
1.0<br />
51<br />
1.0<br />
49<br />
2/27/95<br />
103<br />
2.5<br />
1.5<br />
59<br />
1.0<br />
41<br />
4/26/95<br />
162<br />
3.0<br />
1.5<br />
51<br />
1.5<br />
49<br />
5/24/95<br />
190<br />
4.3<br />
2.5<br />
59<br />
1.8<br />
41<br />
8/2/95<br />
Average<br />
239<br />
3.1<br />
1.8<br />
57<br />
56<br />
1.3<br />
43<br />
44<br />
The effect <strong>of</strong> pretreatment and <strong>GAC</strong> treatment on the NOM was very similar<br />
for all four waters. The humic-nonhumic fractionation results for the raw water,<br />
<strong>GAC</strong> influent, and effluents from the pilot- and full-scale contactors for ORW,<br />
LGW, MRW, and PRW are shown in Figures 5.5,5.6,5.7, and 5.8, respectively. The<br />
bar charts represent the raw water and <strong>GAC</strong> influent. The difference in the results<br />
between these two sets <strong>of</strong> bars represents the impact <strong>of</strong> full-scale treatment systems<br />
currently in place at the four sites. The effect <strong>of</strong> pretreatment on the DOC and the<br />
humic-nonhumic distribution is shown on these figures. DOC removal <strong>by</strong> the<br />
various pretreatment processes ranged from 15 to 45 percent and resulted in a major<br />
shift from humic to nonhumic material. As evidenced <strong>by</strong> the first <strong>GAC</strong> effluent<br />
samples, the nonadsorbable fractions for ORW, LGW, MRW, and PRW were<br />
composed nearly entirely <strong>of</strong> the nonhumic fraction; the humic fraction was virtually<br />
completely removed. With time, the nonhumic fraction broke through rapidly,<br />
though the humic fraction continued to be better removed. The nonhumic fraction<br />
breakthrough reached a plateau level after 40,60,30, and 160 days for ORW, LGW,
NOM Characterization 53<br />
MRW, and PRW, respectively. Further increases in effluent DOC concentrations<br />
were a result <strong>of</strong> the humic fraction breaking through. The humic DOC fraction was<br />
still almost totally removed (below 0.1 mg/L) as <strong>of</strong> 60,50,4, and 80 days for ORW,<br />
LOW, MRW, and PRW, respectively. It is interesting to note that <strong>GAC</strong> treatment<br />
was in a filter adsorber mode for MRW, as compared to postfilter contactors for<br />
ORW, LOW, and PRW. The associated lower EBCT in the MRW filter adsorber<br />
may be related to MRW's significantly shorter period before humic breakthrough<br />
occurred compared to the other <strong>GAC</strong> applications.<br />
Biodegradability<br />
NOM was also characterized in terms <strong>of</strong> biodegradability (as shown <strong>by</strong><br />
BDOC levels) for all four waters. Figure 5.9 shows the effect <strong>of</strong> <strong>GAC</strong> on BDOC for<br />
MRW. The BDOC <strong>of</strong> the <strong>GAC</strong> influent varied from 0.5 to 1.3 mg/L, while the<br />
influent DOC varied from 2.5 to 4.5 mg/L for this preozonated water. BDOC was<br />
initially well removed <strong>by</strong> <strong>GAC</strong> and began to break through after 14 days <strong>of</strong><br />
operation. The measurement <strong>of</strong> relatively early BDOC breakthrough for MRW may<br />
again be attributed to the higher influent BDOC or the lower EBCT in the filter<br />
adsorber configuration, as well as to the fact that the water was ozonated prior to the<br />
<strong>GAC</strong> contractor. It was not possible to characterize the breakthrough behavior <strong>of</strong><br />
BDOC for ORW, LGW, and PRW. The BDOC values for ORW and PRW are shown<br />
in Table 5.7. For ORW the BDOC <strong>of</strong> the influent varied from 0.1 to 0.8 mg/L;<br />
however, it was <strong>of</strong>ten below the method detection limit <strong>of</strong> 0.1 mg/L. The effluent<br />
BDOC was below the detection limit for all cases. Similar results were observed for<br />
PRW. The influent BDOC varied from 0.4 to 0.6 mg/L, and the effluent BDOC was<br />
below the detection limit for six samples. For one sample, an effluent BDOC <strong>of</strong> 0.3<br />
mg/L was detected. No BDOC was detected for LGW in either the influent or the<br />
<strong>GAC</strong> effluent.<br />
Table 5.7 Summary <strong>of</strong> ORW and PRW field-scale BDOC results<br />
<strong>Water</strong><br />
Sample day<br />
Day <strong>of</strong> run<br />
<strong>GAC</strong> influent BDOC<br />
(mg/L)<br />
<strong>GAC</strong> effluent BDOC<br />
(mg/L)<br />
ORW<br />
8/9/93<br />
9/3/93<br />
10/6/93<br />
10/29/93<br />
1/27/94<br />
39<br />
64<br />
97<br />
120<br />
210<br />
0.80<br />
0.15<br />
BDL<br />
BDL<br />
0.12<br />
BDL<br />
BDL<br />
BDL<br />
BDL<br />
BDL<br />
PRW<br />
11/16/94<br />
1<br />
0.6<br />
BDL<br />
1/21/95<br />
66<br />
BDL<br />
BDL<br />
1/31/95<br />
76<br />
BDL<br />
BDL<br />
2/27/95<br />
103<br />
BDL<br />
BDL<br />
4/26/95<br />
162<br />
BDL<br />
BDL<br />
5/24/94<br />
8/2/95<br />
190<br />
239<br />
0.4<br />
0.4<br />
BDL<br />
0.3<br />
BDL = below detection limit <strong>of</strong> 0.1 mg/L
54 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Bench-Scale NOM Characterization<br />
Approach<br />
NOM was characterized at bench scale with respect to humic-nonhumic<br />
fractionation, MS fractionation, biodegradability, and PY-GC-MS fractionation for<br />
ORW, LOW, MRW, PRW, SRPW, and FGW at four defined points on the<br />
breakthrough curve, as illustrated in Figure 5.10:<br />
1. <strong>GAC</strong> influent<br />
2. Point A, the nonadsorbable fraction<br />
3. Point B, intermediate (20-35 percent) breakthrough<br />
4. Point C, advanced (>50 percent) breakthrough<br />
These four points were chosen to represent critical points <strong>of</strong> a breakthrough curve.<br />
Comparison <strong>of</strong> the NOM compositions at these different points facilitates the<br />
assessment <strong>of</strong> NOM adsorbability.The raw water and <strong>GAC</strong> influent samples were<br />
taken from the field-scale plant at the same time. The DOC and the specific TTHM<br />
yields <strong>of</strong> the fractions were determined according to the methodology discussed in<br />
Chapter 2.<br />
Results and Discussion<br />
Humic-Nonhumic Fractionation<br />
Figure 5.11 shows the DOC <strong>of</strong> the unfractionated sample and the nonhumic<br />
and humic fractions <strong>of</strong> ORW. The bars represent the raw water and the <strong>GAC</strong><br />
influent, and the line graph indicates the breakthrough <strong>of</strong> the fractions plotted versus<br />
scaled operation time. As shown in the previous section <strong>of</strong> this chapter, conven<br />
tional pretreatment predominantly removed the humic fraction from the raw ORW,<br />
yielding a <strong>GAC</strong> influent that was 52 percent nonhumic and 48 percent humic in<br />
nature. Initially, the humic fraction was completely removed <strong>by</strong> <strong>GAC</strong> and the<br />
nonadsorbable fraction (point A) was entirely nonhumic. The nonhumic fraction<br />
broke through rapidly and completely, while the humic fraction was better removed<br />
and exhibited slower breakthrough. At point C, which characterizes the later portion<br />
<strong>of</strong> the breakthrough curve, the humic fraction was still being removed <strong>by</strong> more than<br />
50 percent.<br />
The specific TTHM yields <strong>of</strong> the unfractionated sample and the nonhumic<br />
and humic fractions for the raw water, <strong>GAC</strong> influent, and the three effluent samples<br />
for ORW are shown in Figure 5.1 2. The fractions and the unfractionated portion <strong>of</strong><br />
a given sample were chlorinated at constant Br~:DOC ratio to allow for comparison<br />
among them. However, the five separate samples cannot be compared to each other<br />
since the Br~:DOC ratio shifts, as indicated on the graph. The specific TTHM yields<br />
for the nonhumic and humic fractions were similar to each other and to the<br />
unfractionated sample for the raw water and at the <strong>GAC</strong> influent. It is difficult to<br />
compare the three effluent samples because the Br~ :DOC ratios were different. The<br />
specific TTHM yields for raw ORW were slightly higher than those for the <strong>GAC</strong><br />
influent; these values can be compared since the chlorination conditions (i.e.,<br />
Br:DOC ratios) were similar.
NOM Characterization 55<br />
Figures 5.13 and 5.14 show the DOC fractionation and specific TTHM<br />
yields for humic-nonhumic fractions <strong>of</strong> LGW. Similar graphs for MRW, PRW,<br />
SRPW, and FGW are shown in Figures 5.15 through 5.22.<br />
The raw water DOC for all surface water cases was more humic than<br />
nonhumic in nature, ranging from 52 percent humic for SRPW to 63 percent for<br />
MRW. The raw water DOC from FGW (a groundwater) had a much higher humic<br />
content, 75 percent. In general, the pretreatment process (summarized in Table 2.2,<br />
[p. 7] for each water) resulted in a reduction <strong>of</strong> DOC, which was mainly due to a<br />
removal or alteration (in the case <strong>of</strong> ozonation) <strong>of</strong> the hurnic fraction. In the case <strong>of</strong><br />
FGW, the removal was comparable for both fractions. This is summarized in Table<br />
5.8. For all waters, the nonadsorbable fraction was nearly entirely nonhumic in<br />
nature, indicating that the humic fraction was very well removed <strong>by</strong> <strong>GAC</strong>. With time<br />
the nonhumic fraction broke through rapidly, while the humic fraction broke<br />
through more slowly. Even for the last effluent sample, the effluent NOM was<br />
predominantly nonhumic in nature. These results are consistent with the field-scale<br />
behavior shown in the previous section (Figures 5.5 to 5.8).<br />
In terms <strong>of</strong> the specific TTHM yields (Figures 5.12 to 5.22), the humic<br />
fraction <strong>of</strong> five <strong>of</strong> the six waters had a slightly higher specific TTHM yield than did<br />
the nonhumic fraction for the raw and <strong>GAC</strong> influent waters. There were no apparent<br />
differences in <strong>DBP</strong> formation between the humic and nonhumic fractions in the<br />
<strong>GAC</strong> effluent at the advanced breakthrough points, although the results were<br />
confounded <strong>by</strong> the differing Br:DOC ratios. At the initial and intermediate<br />
breakthrough points, the humic fraction was too small to determine specific TTHM<br />
yields.<br />
Molecular Size Distribution<br />
Figure 5.23 shows the ORW DOC distribution <strong>of</strong> the 3,000 MS fractions for raw water, <strong>GAC</strong> influent, and three effluent<br />
samples. The dominant fraction in the raw water was the intermediate MS fraction,<br />
with the small and large MS fractions contributing approximately equal amounts <strong>of</strong><br />
DOC. After <strong>GAC</strong> treatment, the nonadsorbable fraction was composed entirely <strong>of</strong><br />
56 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
the latter portion <strong>of</strong> the breakthrough curve, the 500-3,000 MS fraction was still<br />
being removed <strong>by</strong> more than 50 percent.<br />
After conventional pretreatment, the >3,000 MS fraction was removed (or<br />
altered) appreciably in most cases and the other fractions were not significantly<br />
impacted. For all waters, the MS distribution in the <strong>GAC</strong> influent is summarized in<br />
Table 5.8.<br />
For ORW, the specific TTHM yields <strong>of</strong> the unfractionated sample and the<br />
NOM Characterization 57<br />
in the <strong>GAC</strong> influent. The fraction was initially well removed and rapidly broke<br />
through to the same concentration <strong>of</strong> that in the <strong>GAC</strong> influent.<br />
For LGW, MRW, PRW, and SRPW the <strong>GAC</strong> effluent specific TTHM<br />
yields <strong>of</strong> the
58 <strong>Removal</strong> <strong>of</strong><strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Table 5.10 Summary <strong>of</strong> BDOC results for PRW at bench scale<br />
Sample Scaled operation time (days) BDOC (mg/L)<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
NA<br />
20<br />
76<br />
190<br />
0.4<br />
BDL<br />
BDL<br />
0.3<br />
BDL = below detection limit <strong>of</strong> 0.1 mg/L<br />
NA = not applicable<br />
Table 5.11 PY-GC-MS classification <strong>of</strong> Ohio River water<br />
Percent based upon peak height<br />
Stage<br />
Aliphatic<br />
Aromatic<br />
Nitrogen<br />
containing<br />
Halogen<br />
substituted<br />
Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
34.5<br />
30.2<br />
76.5<br />
52.5<br />
47.8<br />
15.8<br />
1.6<br />
BDL<br />
1.0<br />
BDL<br />
35.9<br />
4.8<br />
3.5<br />
9.0<br />
18.3<br />
13.9<br />
52.0<br />
15.5<br />
36.6<br />
33.9<br />
BDL<br />
11.5<br />
4.4<br />
0.8<br />
BDL<br />
BDL = below detection limit<br />
Table 5.12 PY-GC-MS classification <strong>of</strong> Lake Gaillard water<br />
Percent based upon peak height<br />
Stage<br />
Aliphatic<br />
Aromatic<br />
Nitrogen<br />
containing<br />
Halogen<br />
substituted<br />
Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbabie<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
16.3<br />
12.5<br />
3.0<br />
2.1<br />
11.3<br />
70.0<br />
77.7<br />
85.4<br />
91.2<br />
73.2<br />
7.7<br />
2.0<br />
5.3<br />
0.5<br />
5.3<br />
BDL<br />
BDL<br />
6.3<br />
1.9<br />
1.6<br />
5.8<br />
NA<br />
NA<br />
4.2<br />
8.4<br />
BDL = below detection level<br />
NA = not applicable<br />
remained the dominant fragment at the intermediate and advanced breakthrough<br />
samples as well. In the first two breakthrough samples, the aromatic character was<br />
in the range <strong>of</strong> 85-90 percent <strong>of</strong> the total peak height. Typically, very simple<br />
fragmentation patterns were obtained at these early breakthrough points. In the final<br />
breakthrough sample, the fingerprint, while still predominantly aromatic (73<br />
percent), began to show the appearance <strong>of</strong> other fragments (i.e., acetic acid,<br />
propanoic acid, methyl furfural, and so on). A rather distinct feature <strong>of</strong> this water
NOM Characterization 59<br />
was that typical aliphatic, possibly polysaccharide-derived fragments appeared to<br />
be correlated with humic material.<br />
Based upon the results shown in Table 5.13, it is evident that the relative<br />
aliphatic nature <strong>of</strong> MRW's organic matrix remained unchanged through pretreatment<br />
and <strong>GAC</strong> adsorption. The aromatic fraction and nitrogen-containing frag<br />
ments were, however, preferentially removed <strong>by</strong> <strong>GAC</strong> adsorption. The occurrence<br />
<strong>of</strong> halogenated fragments increased after <strong>GAC</strong> adsorption. This could also be<br />
attributed to the removal <strong>of</strong> other fragments, which made the chromatograms more<br />
susceptible to detection <strong>of</strong> smaller fragments that were earlier masked <strong>by</strong> the large<br />
presence <strong>of</strong> other peaks. Inspection <strong>of</strong> the PY-GC-MS fingerprints illustrates that<br />
acetic acid was the major peak at each breakthrough point and that other major peaks<br />
were formic acid, benzaldehyde, and benzonitrile or benzoic acid (suspected<br />
markers <strong>of</strong> industrial discharge). It is suspected that one source <strong>of</strong> the halosubstituted<br />
fragments was chlorinated wastewater discharge; a strong presence <strong>of</strong><br />
such fragments may be observed at the breakthrough stages because the parent<br />
halogenated organic material has higher molecular weight and is not well adsorbed<br />
to <strong>GAC</strong> because <strong>of</strong> micropore exclusion.<br />
The general chemical nature <strong>of</strong> PRW was not significantly altered <strong>by</strong><br />
pretreatment prior to <strong>GAC</strong> (Table 5.14). The predominant identified pyrolysis<br />
fragments after <strong>GAC</strong> adsorption were acetic acid and only various halogenated<br />
fragments. The chemical signature <strong>of</strong> NOM at the second <strong>GAC</strong> breakthrough point<br />
was predominantly aliphatic and dominated <strong>by</strong> a strong acetic acid peak. Although<br />
Table 5.13 PY-GC-MS classification <strong>of</strong> Mississippi River water<br />
Percent based upon peak height<br />
Stage Aliphatic Aromatic<br />
Nitrogen<br />
containing<br />
Halogen<br />
substituted Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
37.7<br />
38.0<br />
39.0<br />
28.0<br />
33.0<br />
13.4<br />
12.6<br />
7.0<br />
3.03<br />
5.7<br />
40.7<br />
42.5<br />
6.3<br />
16.0<br />
21.0<br />
—<br />
—<br />
35.6<br />
18.8<br />
30.6<br />
8.3<br />
7<br />
12<br />
4<br />
9<br />
Table 5.14 PY-GC-MS classification <strong>of</strong> Passaic River water<br />
Percent based upon peak height<br />
Stage Aliphatic Aromatic<br />
Nitrogen<br />
containing<br />
Halogen<br />
substituted Unknown<br />
Raw 23.0<br />
<strong>GAC</strong> influent 37.4<br />
Nonadsorbable 10.4<br />
Intermediate breakthrough 54.8<br />
Advanced breakthrough 17.2<br />
3.9<br />
5.5<br />
12.0<br />
4.0<br />
1.6<br />
1.6<br />
5.5<br />
67.0<br />
52.2<br />
13.3<br />
43.7<br />
58.4<br />
4.3<br />
6.4<br />
74.7<br />
13.4
60 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
much weaker relative to acetic acid, the other three predominant peaks (in descend<br />
ing order) were trichlorobenzene, tetrachlorobenzene, and formic acid. At complete<br />
breakthrough, the chemical character <strong>of</strong> the organic matrix was very similar to that<br />
<strong>of</strong> the raw and <strong>GAC</strong> influent water. The halo-substituted signature was dominant.<br />
The strongest peak was for dichloroacetonitrile; the other predominant peaks (all<br />
roughly comparable) were for acetic acid, trichlorobenzene, tetrachlorobenzene,<br />
and pentachlorobenzene.<br />
The pyrolysis fingerprint <strong>of</strong> <strong>GAC</strong> influent water for SRPW (Table 5.15)<br />
showed some change in the characteristics <strong>of</strong> the aliphatic signature. While the<br />
chemical nature <strong>of</strong> this water remained predominantly aliphatic, this signature was<br />
simplified and composed primarily <strong>of</strong> a strong acetic acid peak and a somewhat<br />
smaller peak <strong>of</strong> propanoic acid. Whereas in the raw water strong peaks <strong>of</strong> substituted<br />
furfurals and furans were detected, these peaks were diminished relative to acetic<br />
acid. The slight increase in percent aromaticity appeared to be related to a lack <strong>of</strong><br />
removal <strong>of</strong> aromatic parent compounds compared to aliphatic material. There were<br />
no halogenated fragments detected in the <strong>GAC</strong> effluent. The nonadsorbable NOM<br />
could not be characterized <strong>by</strong> PY-GC-MS. The only peaks detected in the analysis<br />
<strong>of</strong> the second <strong>GAC</strong> breakthrough point were aliphatic fragments. Among these,<br />
acetic acid was the major peak, and a variety <strong>of</strong> carboxylic acid fragments were<br />
detected as minorpeaks. The chemical signature at complete breakthrough was very<br />
similar to the <strong>GAC</strong> influent, with a major acetic acid peak, a strong peak <strong>of</strong> pro<br />
panoic acid, and smaller furfural and formic acid fragments.<br />
The chemical classification <strong>of</strong> the PY-GC-MS data for FGW was essen<br />
tially unaltered <strong>by</strong> treatment, as shown in Table 5.16. Close to 200 fragments<br />
consisting primarily <strong>of</strong> substituted benzenes, naphthalenes, and phenols were<br />
identified in the treated water. In addition to a strong peak <strong>of</strong> phenol, major peaks<br />
<strong>of</strong>/?- and m-cresol, C2-phenol, and methyl naphthalene were observed. The pattern<br />
differences between the raw and treated water suggest that the organic material<br />
removed in coagulation and s<strong>of</strong>tening was resolved into a single, strong phenol<br />
fragment <strong>by</strong> pyrolysis, and with its removal more <strong>of</strong> the details <strong>of</strong> the matrix became<br />
visible. The chemical signature <strong>of</strong> the nonadsorbable NOM was dramatically<br />
different than either the raw or conventionally treated waters. As shown in Table<br />
5.16, the organic quality <strong>of</strong> the nonadsorbable fraction was predominantly aliphatic<br />
and was characterized <strong>by</strong> a very strong peak <strong>of</strong> acetic acid. The second <strong>GAC</strong><br />
breakthrough sample was also predominantly aliphatic, and its pyrolysis finger<br />
print was composed primarily <strong>of</strong> acetic acid and formic acid. At complete break<br />
through, the pyrolysis fingerprint was very similar to that <strong>of</strong> the influent.<br />
Summary________________________<br />
Samples <strong>of</strong> raw ORW, MRW, PRW, and SRPW showed very similar NOM<br />
fractionation results. These four waters were surface water. With respect to these<br />
four waters, LGW showed a similar humic and nonhumic DOC distribution, but the<br />
MS distribution showed much larger intermediate MS fractions. FGW showed the<br />
largest percentage <strong>of</strong> DOC in the intermediate MS range, and 75 percent <strong>of</strong> the<br />
DOC was found in the humic fraction. In general, specific TTHM yields <strong>of</strong> the raw<br />
water humic fractions and the
NOM Characterization 61<br />
Table 5.15 PY-GC-MS classification <strong>of</strong> Salt River Project water<br />
Stage<br />
Nitrogen Halogen<br />
Aliphatic Aromatic containing substituted<br />
Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
57.9<br />
68.6<br />
—<br />
100<br />
93.4<br />
9.1<br />
18.0<br />
—<br />
—<br />
0.6<br />
9.2<br />
5.1<br />
—<br />
—<br />
2.2<br />
13.2<br />
1.1<br />
—<br />
—<br />
—<br />
10.5<br />
7.2<br />
—<br />
—<br />
3.9<br />
Table 5.16 PY-GC-MS classification <strong>of</strong> Florida groundwater<br />
Stage<br />
Aliphatic<br />
Aromatic<br />
Nitrogen<br />
containing<br />
Halogen<br />
substituted<br />
Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
1.4<br />
1.7<br />
80.0<br />
64.4<br />
1.5<br />
97.0<br />
93.3<br />
—<br />
17.9<br />
93.5<br />
—<br />
1.7<br />
—<br />
17.7<br />
1.4<br />
—<br />
2.4<br />
20.0<br />
—<br />
0.2<br />
1.6<br />
0.9<br />
—<br />
—<br />
3.4<br />
For the field-scale analyses, the <strong>GAC</strong> influent (after pretreatment) was<br />
slightly more nonhumic than humic in nature, and the largest percentage <strong>of</strong> the DOC<br />
was found in the intermediate MS range. The influent DOC concentrations in two<br />
<strong>of</strong> the four waters tested in the field scale changed during the <strong>GAC</strong> runs; however,<br />
the NOM composition remained more nonhumic than humic. The humic fraction<br />
was initially well removed <strong>by</strong> <strong>GAC</strong> for all four waters (ORW, LGW, MRW, and<br />
PRW), and the nonadsorbable fraction was nonhumic in nature. The nonhumic<br />
fraction broke through rapidly, while the humic fraction exhibited slower break<br />
through behavior. The intermediate MS range was best removed <strong>by</strong> <strong>GAC</strong>, while the<br />
62 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Table 5.17 Average DOC distribution <strong>of</strong> river waters with breakthrough: Nonhumic and<br />
humic fractions<br />
Nonhumic DOC (%)<br />
Humic DOC (%)<br />
Average<br />
Standard deviation<br />
Average<br />
Standard deviation<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
55<br />
96<br />
87<br />
74<br />
4.8<br />
8.0<br />
15<br />
4<br />
45<br />
4<br />
13<br />
26<br />
4.8<br />
8.0<br />
15<br />
4<br />
Table 5.18 Average DOC distribution <strong>of</strong> river<br />
fractions<br />
waters with breakthrough: Molecular size<br />
NOM Characterization 63<br />
3.5<br />
3.0 -<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
c 2.0<br />
.o<br />
i= 1.5 -\<br />
o><br />
o<br />
3 1.0 -\<br />
o<br />
Q 0.5 -\<br />
0.0<br />
11/93 7/94 3/95 8/95<br />
Figure 5.1 Seasonal variation <strong>of</strong> nonhumic and humic fractions for Ohio River raw<br />
water<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
11/93 7/94 3/95 8/95<br />
Figure 5.2 Specific TTHM yields <strong>of</strong> nonhumic and humic fractions for Ohio River<br />
seasonal raw water samples
64 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Unfractionated<br />
__ Nonhumic fraction<br />
I I Humic fraction<br />
11/94 2/95 5/95 8/95<br />
Figure 5.3 Seasonal variation <strong>of</strong> nonhumic and humic fractions for Passaic River raw<br />
water<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
11/94 2/95 5/95 8/95<br />
Figure 5.4 Specific TTHM yields <strong>of</strong> nonhumic and humic fractions for Passaic River<br />
seasonal raw water samples
NOM Characterization 65<br />
0.0<br />
Average Average 0 50 100 150 200 250<br />
raw <strong>GAC</strong><br />
influent Operation time (days)<br />
Figure 5.5 Full-scale nonhumic and humic fraction breakthrough for Ohio River<br />
water<br />
0.0<br />
Average Average<br />
raw <strong>GAC</strong><br />
influent<br />
Operation time (days)<br />
150<br />
Figure 5.6 Full-scale nonhumic and humic fraction breakthrough for Lake Gaillard<br />
water
66 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Average Average<br />
raw <strong>GAC</strong><br />
influent<br />
10 20 30 40<br />
Operation time (days)<br />
50<br />
Figure 5.7 Full-scale nonhumic and humic fraction breakthrough for Mississippi River<br />
water<br />
Average Average<br />
raw <strong>GAC</strong><br />
influent<br />
50 100 150 200 250<br />
Operation time (days)<br />
Figure 5.8 Pilot-scale nonhumic and humic fraction breakthrough for Passaic River<br />
water
NOM Characterization 67<br />
• <strong>GAC</strong> Influent<br />
0 <strong>GAC</strong> Effluent<br />
o<br />
50%) breakthrough<br />
B. Intermediate (20-36%) breakthrough<br />
A. Nonadsorbable fraction<br />
40 80<br />
Scaled operation time (days)<br />
Figure 5.10 Example curve showing sampling points for NOM characterization at bench<br />
scale
68 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
2.5<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
o 1.5 H<br />
I ,.
NOM Characterization 69<br />
Raw <strong>GAC</strong><br />
Influent<br />
50 100 150<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.13 Bench-scale nonhumic and humic fraction breakthrough for Lake Gaillard<br />
water<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
Raw <strong>GAC</strong><br />
Influent<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
NA = not analyzed<br />
Figure 5.14 Bench-scale specific TTHM yields <strong>of</strong> humic and nonhumic fractions for<br />
Lake Gaillard water
70 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
5.5<br />
5.0<br />
^ 4.5<br />
a. 4.0<br />
^ 3.5<br />
I 3.0<br />
§ 2 ' 5<br />
§ 2.0<br />
g 1.5<br />
1 • • ' i • • ' ' i • '<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
0.5<br />
0.0<br />
Raw <strong>GAC</strong><br />
Influent<br />
10 20 30 40 50<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.15 Bench-scale nonhumic and humic fraction breakthrough for Mississippi<br />
River water<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
Raw <strong>GAC</strong><br />
Influent<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.16 Bench-scale specific TTHM yields <strong>of</strong> humic and nonhumic fractions for<br />
Mississippi River water
NOM Characterization 71<br />
Raw <strong>GAC</strong><br />
Influent<br />
0 50 100 150 200<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.17 Bench-scale nonhumic and humic fraction breakthrough for Passaic River<br />
water<br />
60<br />
o<br />
8<br />
o><br />
50-<br />
40-<br />
69<br />
211<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
54<br />
30 -<br />
Br":DOC = 62<br />
(ng/mg)<br />
•I 20<br />
8. 10<br />
V)<br />
Raw <strong>GAC</strong><br />
Influent<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
NA = not analyzed<br />
Figure 5.18 Bench-scale specific TTHM yields <strong>of</strong> nonhumic and humic fractions for<br />
Passaic River water
72 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Unfractionated<br />
0 Nonhumic fraction<br />
A Humic fraction<br />
Raw <strong>GAC</strong><br />
Influent<br />
0 50 100 150<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.19 Bench-scale nonhumic and humic fraction breakthrough for Salt River<br />
Project water<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
Raw <strong>GAC</strong> A<br />
Influent<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
NA = not analyzed<br />
Figure 5.20 Bench-scale specific TTHM yields <strong>of</strong> nonhumic and humic fractions for Salt<br />
River Project water
NOM Characterization 73<br />
14<br />
12 -<br />
5<br />
!> 10 -<br />
Unfractionated<br />
° Nonhumic fraction<br />
A Humic fraction<br />
I 6 ~<br />
2 -<br />
0<br />
Raw <strong>GAC</strong><br />
Influent<br />
10 20<br />
Scaled operation time (days)<br />
30<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.21 Bench-scale nonhumic and humic fraction breakthrough for Florida<br />
groundwater<br />
60<br />
Unfractionated<br />
Nonhumic fraction<br />
50-<br />
Humic fraction<br />
o><br />
I<br />
§<br />
40 -<br />
30 -<br />
2<br />
•I 20 H<br />
i<br />
8. 10 4<br />
CO<br />
Br":DOC = 21<br />
(ng/mg)<br />
102<br />
131<br />
130<br />
Raw <strong>GAC</strong><br />
Influent<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
NA = not analyzed<br />
Figure 5.22 Bench-scale specific TTHM yields <strong>of</strong> nonhumic and humic fractions for<br />
Florida groundwater
74 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Unfractionated<br />
< 500 MS fraction<br />
500-3000 MS fraction<br />
> 3000 MS fraction<br />
0.0<br />
Raw <strong>GAC</strong><br />
Influent<br />
50 100 150<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.23 Molecular size fraction breakthrough for Ohio River water<br />
O<br />
g at<br />
X<br />
O)<br />
TJ<br />
0)<br />
&<br />
CO<br />
100 -r<br />
90 -<br />
80 -<br />
70 -<br />
60 -<br />
50 -<br />
40 -<br />
30 -<br />
20 -<br />
10 -<br />
Br":DOC = 257<br />
(H9/mg)<br />
452<br />
945<br />
Unfractionated<br />
< 500 MS fraction<br />
< 3000 MS fraction<br />
585<br />
0<br />
Raw <strong>GAC</strong><br />
Influent<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.24 Specific TTHM yields <strong>of</strong> MS fractions for Ohio River water
I<br />
S-t<br />
f 5"<br />
3! s<br />
< C » ?!<br />
? I<br />
2 ® 32.<br />
><br />
3 ><br />
in p ro<br />
en P3<br />
KJ g a><br />
ro o)<br />
05 t a<br />
Specific yield (ug TTHM/mg DOC)<br />
01<br />
g<br />
^<br />
* 2<br />
O_ CD<br />
o<br />
§.<br />
76 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Unfractionated<br />
< 500 MS fraction<br />
500-3000 MS fraction<br />
> 3000 MS fraction<br />
Raw <strong>GAC</strong> 0 10 20 30 40<br />
Influent Scaled operation time (days)<br />
50<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.27 Molecular size fraction breakthrough for Mississippi River water<br />
80<br />
70 - Br:DOC = 141<br />
(Hg/mg)<br />
Unfractionated<br />
< 500 MS fraction<br />
< 3000 MS fraction<br />
106<br />
Raw <strong>GAC</strong><br />
Influent<br />
B<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.28 Specific TTHM yields <strong>of</strong> MS fractions for Mississippi River water
NOM Characterization 77<br />
4.0<br />
3.5 -<br />
§ 3.0 -<br />
Unfractionated<br />
< 500 MS fraction<br />
500-3000 MS fraction<br />
> 3000 MS fraction<br />
c 2.5 H<br />
* 2.0 -<br />
§ 1 -5 '<br />
o<br />
O 1.0 1<br />
0.5 -<br />
0.0<br />
Raw <strong>GAC</strong><br />
Influent<br />
50 100 150<br />
Scaled operation time (days)<br />
200<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.29 Molecular size fraction breakthrough for Passaic River water<br />
Unfractionated<br />
< 500 MS fraction<br />
< 3000 MS fraction<br />
Raw <strong>GAC</strong><br />
Influent<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
NA = not analyzed<br />
Figure 5.30 Specific TTHM yields <strong>of</strong> MS fractions for Passaic River water
78 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Raw <strong>GAC</strong> 0 50 100 150<br />
Influent Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.31 Molecular size fraction breakthrough for Salt River Project water<br />
o<br />
80<br />
Unfractionated<br />
< 500 MS fraction<br />
< 3000 MS fraction<br />
BrDOC = 196<br />
(Hg/mg) —i 200<br />
445<br />
Raw<br />
<strong>GAC</strong><br />
Influent<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
NA = not analyzed<br />
Figure 5.32 Specific TTHM yields <strong>of</strong> MS fractions for Salt River Project water
NOM Characterization 79<br />
Unfractionated<br />
< 500 MS fraction<br />
500-3000 MS fraction<br />
> 3000 MS fraction<br />
I<br />
8<br />
8<br />
8<br />
o<br />
5 -<br />
Raw GAG<br />
Influent<br />
10 20<br />
Scaled operation time (days)<br />
30<br />
Note: ft,, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 5.33 Molecular size fraction breakthrough for Florida groundwater<br />
120<br />
8 i°o<br />
Q<br />
Bf:DOC = 240<br />
(ng/mg) -^ 358<br />
Unfractionated<br />
< 500 MS fraction<br />
< 3000 MS fraction<br />
493<br />
9B5<br />
NA<br />
Raw <strong>GAC</strong><br />
Influent<br />
B<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
NA = not analyzed<br />
Figure 5.34 Specific TTHM yields <strong>of</strong> MS fractions for Florida groundwater
80 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
o<br />
a><br />
100<br />
80 -<br />
A unfractionated (XAD-8)<br />
o nonhumic<br />
a humic<br />
60 -<br />
o><br />
40 -<br />
£<br />
(0<br />
20-<br />
0 4<br />
•<br />
0 ° o •<br />
• unfractionated<br />
• < 500 MS<br />
• < 3000 MS<br />
100<br />
200 300<br />
BrDOC<br />
400 500<br />
Figure 5.35 Effect <strong>of</strong> BR~:DOC on DOC fractions for <strong>GAC</strong> influent for six waters
Chapter 6___________<br />
Design and Operational<br />
Considerations<br />
The design, operation, and performance <strong>of</strong> a <strong>GAC</strong> contactor depends on<br />
<strong>GAC</strong> type, the water to be treated, and the mode <strong>of</strong> contactor operation. The<br />
objective <strong>of</strong> process optimization is to meet effluent criteria at the lowest cost. The<br />
most important design variables are the EBCT and bed operation (Sontheimer et al.<br />
1988). Consequently, optimizing <strong>GAC</strong> performance involves maximizing <strong>GAC</strong> bed<br />
lifetime while minimizing the size <strong>of</strong> the contactor.<br />
The EBCT dictates the contactor size and is a function <strong>of</strong> the filter type and<br />
the water to be treated. Filter adsorbers typically have lower EBCTs and require<br />
more frequent backwashing to reduce head loss buildup than do <strong>GAC</strong> contactors<br />
operated in the postfilter adsorber mode. For a given water, the effluent criteria can<br />
be met <strong>by</strong> (1) a short EBCT (low capital cost) and frequent replacement or<br />
regeneration <strong>of</strong> <strong>GAC</strong> (high operations and maintenance [O&M] costs) or (2) a long<br />
EBCT (high capital cost) and a less frequent replacement or regeneration <strong>of</strong> <strong>GAC</strong><br />
(low O&M costs). For utilities where <strong>GAC</strong> is a viable treatment option, more than<br />
one contactor is usually operated. Depending on the treatment goal, the operation<br />
<strong>of</strong> the <strong>GAC</strong> adsorbers can occur either in series or in parallel (Sontheimer et al.<br />
1988). When very high removals are needed (e.g., greater than 90 percent), series<br />
operation is <strong>of</strong>ten best because it maximizes the use <strong>of</strong> the carbon in the first<br />
contactor in the series. An advantage <strong>of</strong> parallel operation is that the effluents <strong>of</strong> the<br />
contactors can be blended, which extends the life <strong>of</strong> a given contactor (Roberts and<br />
Summers 1982).<br />
Evaluation <strong>of</strong> various process configurations can lead to optimum <strong>GAC</strong><br />
performance for a given plant capacity. To determine the optimum process configu<br />
ration, representative process performance data need to be generated. Although<br />
pilot-scale tests can be run, these are costly and time-consuming. A viable alterna<br />
tive is the RSSCT. In Chapter 3, the use <strong>of</strong> the RSSCT and its verification with fulland<br />
pilot-scale data for four waters were presented. The investigation <strong>of</strong> the impact<br />
<strong>of</strong> design and operational considerations using the RSSCT is presented in this<br />
chapter. The effect <strong>of</strong> EBCT on adsorption behavior, the impact <strong>of</strong> blending<br />
effluents from multiple contactors in parallel, and the effect <strong>of</strong> backwashing<br />
on NOM adsorption are discussed. The cost considerations are presented in Chap<br />
ter 12.<br />
81
82 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Impact <strong>of</strong> EBCT on <strong>Adsorption</strong> Behavior<br />
The EBCT <strong>of</strong> a <strong>GAC</strong> contactor is a primary design factor; it determines the<br />
bed depth at a given hydraulic loading rate. The optimum selection <strong>of</strong> the EBCT <strong>of</strong><br />
a <strong>GAC</strong> contactor is an important parameter in determining the effectiveness <strong>of</strong> <strong>GAC</strong><br />
adsorption. Hong (1995) used the pore-surface diffusion model (Sontheimer, et al.<br />
1988) to simulate the breakthrough behavior for ORW. Based on the parameters<br />
from this simulation, the breakthrough behavior for ORW was simulated for EBCTs<br />
<strong>of</strong> 10, 15, and 20 minutes.<br />
As illustrated <strong>by</strong> the model simulations in Figure 6.1, increasing the EBCT<br />
increases the time it takes for the effluent to reach a given TOC concentration; thus,<br />
it decreases the reactivation frequency. However, it will also increase the bed depth<br />
and therefore the capital cost <strong>of</strong> the contactor. The increase in the EBCT may not<br />
be directly proportional to the increase in run time because the shape <strong>of</strong> the<br />
adsorption front may become "sharper" with longer EBCTs (Sontheimer et al.<br />
1988). This indirect proportionality is illustrated <strong>by</strong> the model simulations in<br />
Figures 6.1 and 6.2 and is attributable to the adsorption equilibrium relationship and<br />
mass transfer resistance. In Figure 6.2, the operation time is normalized <strong>by</strong> the<br />
EBCT to yield throughput measured in bed volumes (BV), where BV = operation<br />
time/EBCT. At a TOC effluent <strong>of</strong> 1.6 mg/L, there is very little difference in the<br />
throughput <strong>of</strong> the three different EBCTs; the bed life is directly proportional to the<br />
EBCT. One can also see this in Figure 6.1 <strong>by</strong> comparing the ratios <strong>of</strong> the operation<br />
times for this effluent criterion to the ratios <strong>of</strong> the respective EBCTs. At a TOC<br />
effluent <strong>of</strong> 0.8 mg/L, however, there is a 10 to 15 percent difference in the<br />
throughputs, with the shorter EBCTs yielding faster breakthroughs. The effect <strong>of</strong><br />
EBCT on NOM adsorption has not been extensively evaluated. Sontheimer et al.<br />
(1988) showed that for an ozonated water with a high amount <strong>of</strong> biodegradable<br />
NOM, more bioactivity occurs in columns with higher EBCT, which in turn<br />
increases the overall removal <strong>of</strong> TOC.<br />
EBCTs between 10 and 20 minutes are representative <strong>of</strong> <strong>GAC</strong> contactors<br />
used for NOM control in previous studies. An EBCT <strong>of</strong> 10 minutes represents the<br />
upper range for a filter adsorber and the lower range for a postfilter adsorber.<br />
Increases in EBCT beyond 20 minutes for a single contactor do not increase the run<br />
time significantly (Sontheimer et al. 1988).<br />
Objectives and Approach<br />
The objectives <strong>of</strong> the work presented in this section were to evaluate the<br />
effect <strong>of</strong> EBCT on NOM adsorption for a range <strong>of</strong> water sources. Four convention<br />
ally treated waters were evaluated: ORW, SRPW, PRW, and FGW. Each water was<br />
evaluated at EBCTs <strong>of</strong> 10, 15, and 20 minutes. Conventionally treated water was<br />
used, and the RSSCT operation followed the same protocol outlined for the<br />
verification RSSCTs.<br />
The RSSCTs were monitored for NOM removal <strong>by</strong> analyzing for TOC and<br />
UV254 . DBF formation was assessed <strong>by</strong> UFC-TOX, -TTHM, -HAA6, and -CH.<br />
The breakthrough behaviors with respect to optimization parameters can be<br />
compared based on effluent criteria or water quality goals. Ideally, these treatment<br />
goals should reflect current or proposed future regulatory agendas. However, only
Design and Operational Considerations 83<br />
two <strong>of</strong> the DBFs have current or proposed MCLs, and no regulatory criteria have<br />
been set for TOC or UV254 .<br />
Proposed TTHM and HAA5 MCLs for Stages 1 and 2 <strong>of</strong> the D-<strong>DBP</strong> Rule<br />
were used: 80 and 40 ug/L for TTHM and 60 and 30 ug/L for HAAS. (Although the<br />
authors had HAA6 data, HAA5 data were used in these calculations.) For the other<br />
two DBFs, no regulatory basis exists. For TOX, an effluent criterion <strong>of</strong> 70 ug/L was<br />
chosen, because this would allow comparison for all waters. The breakthrough<br />
behaviors <strong>of</strong> CH were not compared, since in most cases the effluent concentrations<br />
were extremely low.<br />
Treatment goals for TOC and UV254 were chosen somewhat pragmatically.<br />
Enhanced coagulation is not required to remove DBF precursors if TOC concentra<br />
tion is
84 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Table 6.1 Summary <strong>of</strong> bed lives for different effluent criteria_______<br />
Run time until criterion is met (days)<br />
Source<br />
EBCT<br />
TOC TOX TTHM HAA6<br />
1.6 mg/L 0.8 mg/L 0.01/cm 70 ug CI-/L 64 ug/L 32 ug/L 48 ug/L 24 ug/L<br />
ORW<br />
10<br />
15<br />
20<br />
—<br />
—<br />
—<br />
66<br />
80<br />
139<br />
62<br />
117<br />
131<br />
126<br />
—<br />
—<br />
—<br />
—<br />
—<br />
64<br />
87<br />
146<br />
— —<br />
— —<br />
— —<br />
PRW<br />
10<br />
15<br />
20<br />
58<br />
128<br />
135<br />
35<br />
62<br />
70<br />
33<br />
65<br />
69<br />
38<br />
89<br />
153<br />
113<br />
—<br />
208<br />
50<br />
100<br />
90<br />
— 42<br />
— 112<br />
— 117<br />
SRPW<br />
10<br />
15<br />
20<br />
—<br />
—<br />
—<br />
42<br />
83<br />
103<br />
47<br />
85<br />
128<br />
70<br />
120<br />
162<br />
—<br />
—<br />
—<br />
56<br />
103<br />
132<br />
_ _<br />
— —<br />
— —<br />
FGW<br />
10<br />
3.5<br />
—<br />
2<br />
4.5<br />
8.5<br />
8<br />
14 12<br />
15<br />
9.0<br />
4<br />
6<br />
9.5<br />
12<br />
12<br />
21 13<br />
20<br />
12<br />
8<br />
9<br />
10<br />
13<br />
19<br />
28 21<br />
— indicates effluent did not reach criterion<br />
systematically affect the normalized breakthrough <strong>of</strong> TTHM and HAA6 precursors<br />
for ORW.<br />
Figure 6.9 shows the effect <strong>of</strong> EBCT on effluent TOC concentrations for<br />
PRW. For an increase in EBCT from 10 to 20 minutes, the run time to a TOC<br />
breakthrough <strong>of</strong> 1.6 mg/L increased from 58 to 135 scaled operation days, which<br />
represents an increase in run time <strong>of</strong> 133 percent. The run time to a TOC<br />
breakthrough <strong>of</strong> 0.8 mg/L increased from 35 to 70 scaled operation days, which<br />
represents an increase in run time <strong>of</strong> 100 percent. The 15- and 20-minute-EBCT<br />
columns showed very similar behavior. When normalized <strong>by</strong> EBCT, the NOM<br />
adsorption behavior was found to be the same for all three EBCTs for PRW, as<br />
shown in Figure 6.10. All three EBCTs had the same impact on normalized <strong>DBP</strong><br />
precursor removal for PRW, as illustrated for UFC-TTHM in Figure 6.11.<br />
Figure 6.12 shows the effluent TOC concentration as a function <strong>of</strong> scaled<br />
operation time for SRPW. As expected, the 10-minute-EBCT contactor broke<br />
through earliest in time, and the 20-minute contactor broke through last. For an<br />
increase in EBCT from 10 to 20 minutes, the run time to a TOC breakthrough <strong>of</strong> 0.8<br />
mg/L increased from 41 to 104 scaled operation days, which represents an increase<br />
in run time <strong>of</strong> 154 percent. Similar to the results seen for ORW and PRW, EBCT did<br />
not systematically affect normalized NOM adsorption behavior for SRPW, as<br />
indicated in Figure 6.13, although after 6,000 BV the effluent from the 10-minute-<br />
EBCT contactor tended to exhibit breakthrough first. The same effect <strong>of</strong> EBCT<br />
was found for normalized <strong>DBP</strong> precursor removal, as illustrated in Figure 6.14 for<br />
UFC-TOX.
Design and Operational Considerations 85<br />
The EBCT effect on TOC is shown in Figure 6. 1 5 for FGW. The results are<br />
similar to those <strong>of</strong> the three surface waters discussed previously. An increase in run<br />
time <strong>of</strong> 243 percent was observed from a 10- to 20-minute EBCT for a TOC goal <strong>of</strong><br />
1 .6 mg/L, whereas the increase was 300 percent for a TOC goal <strong>of</strong> 0.8 mg/L. The<br />
EBCT did appear to affect normalized TOC adsorption behavior, as shown in Figure<br />
6. 1 6. In the first half <strong>of</strong> the curve, breakthrough occurred earliest in the 10-minute-<br />
EBCT contactor and latest in the 20-minute-EBCT contactor. The results are similar<br />
to those in Figure 6.2. EBCT did not have as clear <strong>of</strong> an impact on normalized DBF<br />
precursor adsorption, however, as illustrated in Figure 6.17 for UFC-TTHM.<br />
Impact <strong>of</strong> Blending ___________________<br />
In most <strong>GAC</strong> applications <strong>of</strong> any significant size, multiple contactors will<br />
be operated in a parallel configuration and the number <strong>of</strong> contactors will depend on<br />
the plant size. Parallel <strong>GAC</strong> contactors are operated in a staggered mode wherein<br />
each contactor is in operation for different lengths <strong>of</strong> time. This is illustrated in<br />
Figures 6.18, 6.19, and 6.20. In this mode <strong>of</strong> operation, one contactor at a time is<br />
taken <strong>of</strong>f-line when the blended effluent exceeds the target effluent concentration,<br />
and a column with fresh or reactivated <strong>GAC</strong> is then placed on-line. This will cause<br />
the blended effluent concentration to temporarily decrease, as illustrated in Figure<br />
6.20. The effluent from the contactor in operation the longest can have a higher<br />
breakthrough concentration than the target because it is blended with water from<br />
contactors that have effluent concentrations much lower than the target concentra<br />
tions (see time t in Figure 6.19). The effluents <strong>of</strong> parallel contactors are blended<br />
prior to disinfection. Thus, parallel operation in a multiple-contactor configuration<br />
will result in longer <strong>GAC</strong> bedlife, and the time between reactivations will be longer.<br />
Under ideal conditions, staged blending with multiple parallel contactors leads to<br />
near steady-state effluent concentration (Roberts and Summers 1982).<br />
The effluent concentration is controlled <strong>by</strong> the frequency <strong>of</strong> reactivation or<br />
the carbon use rate, i.e., how long a single adsorber is allowed to operate prior to<br />
reactivation. Because <strong>of</strong> blending <strong>of</strong> effluents from multiple contactors, the overall<br />
<strong>GAC</strong> plant performance will be better than predicted <strong>by</strong> single contactor results. The<br />
overall <strong>GAC</strong> plant performance for a system <strong>of</strong> n parallel contactors can be<br />
described <strong>by</strong> the following equation (Roberts and Summers 1982):<br />
c~ ifi •«*'"><br />
! = 5- = M_ ———— (6.0<br />
which, for large values <strong>of</strong> n, becomes<br />
n f. Jn<br />
f=I-J- = -Ifi (6.2)<br />
i=i n n 1=1<br />
where<br />
fj = normalized concentration in the effluent <strong>of</strong> the ith (<strong>of</strong> n)<br />
contactor
86 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
f = the average normalized concentration <strong>of</strong> the blended effluent<br />
CE = the average effluent concentration <strong>of</strong> the blended water<br />
C0 = the influent concentration<br />
t D = the reactivation time<br />
K<br />
Roberts and Summers (1982) indicated that this approximation is valid when the<br />
number <strong>of</strong> parallel contactors exceeds 10. Equation 6.2 can be related to the<br />
definition <strong>of</strong> mathematical integration. The following equation defines mathemati<br />
cal integration over time (t):<br />
Mm n<br />
jf(t)-dt = I f^t). At (6.3)<br />
where<br />
At = - (6.4)<br />
n<br />
from Equations 6.3 and 6.4, it follows that<br />
- hm I fi(t) = -Jf(t)dt (6.5)<br />
n n — >°° 1=1 t<br />
If Equations 6.2 and 6.5 are combined, the blended effluent breakthrough curve<br />
can be represented <strong>by</strong><br />
f = -Jf(t)dt (6.6)<br />
Equation 6.6 indicates that if one knows the mathematical description <strong>of</strong> a singlecontactor<br />
breakthrough curve, f. = f(t), the breakthrough curve for the blended<br />
effluent, f , can be derived <strong>by</strong> mathematical or numerical integration. Numerical<br />
integration, however, can be done without a mathematical equation being devel<br />
oped.<br />
A logistic equation <strong>of</strong> the following form was used to fit the experimental<br />
data from a single contactor:<br />
(6'7)<br />
where A, B, and C are fitting parameters and t is breakthrough time. Upon<br />
substituting Equation 6.7 for f(t) in Equation 6.6 and performing integration, one<br />
arrives at the following equation for the blended effluent breakthrough curve:<br />
f = A + -^-«]n(l+B.e"C") - — .ln(l + B) (6.8)<br />
Ot C
Design and Operational Considerations 87<br />
Equation 6.8 can be solved <strong>by</strong> trial and error for a target blended concentration to<br />
determine the breakthrough time to achieve the target.<br />
For mixtures like NOM, modeling has not been reported and is complicated<br />
<strong>by</strong> the impact <strong>of</strong> the Br:DOC ratio during chlorination on the formation <strong>of</strong> DBFs.<br />
Blending experiments are important because <strong>of</strong> the impact <strong>of</strong> changing the Br~:DOC<br />
ratio on DBF formation and speciation. At higher Br~:DOC ratios, more DBFs are<br />
formed and a higher percent <strong>of</strong> brominated DBFs occur. Because TOC in the <strong>GAC</strong><br />
effluent is initially low and Br is not removed <strong>by</strong> <strong>GAC</strong>, the Br":DOC ratio is<br />
initially high. This phenomenon leads to a higher percentage <strong>of</strong> brominated<br />
compounds compared to that in the influent. This may be problematic if the<br />
brominated DBFs turn out to be individually regulated in the future D-<strong>DBP</strong> Rule.<br />
Previously published work on DBF formation, however, has not considered the<br />
impact <strong>of</strong> blending <strong>of</strong> <strong>GAC</strong> effluents on this phenomenon. Prior to disinfection, the<br />
plant water will be made up <strong>of</strong> blended effluent from multiple <strong>GAC</strong> contactors at<br />
various stages <strong>of</strong> NOM breakthrough. This blended water may have a different<br />
distribution <strong>of</strong> DBF precursors compared to a single contactor. Blending is also<br />
impacted <strong>by</strong> different molecular size and hydrophobic-hydrophilic effluent compo<br />
sitions from different contactors, as well as <strong>by</strong> different Br" :DOC ratios.<br />
Objectives and Approach<br />
The objectives <strong>of</strong> the work presented in this section were to investigate the<br />
effect <strong>of</strong> blending effluent water on the breakthrough behavior <strong>of</strong> NOM and DBF<br />
precursors. The goal was to experimentally simulate blending from multiple parallel<br />
contactors and evaluate the use <strong>of</strong> the integrated logistic function to predict NOM<br />
removal after blending.<br />
To simulate the blended water scenario, an integral breakthrough experi<br />
ment with the RSSCT was performed. The effluent from the RSSCT was continu<br />
ously collected in a large reservoir. With time, the volume and NOM concentration<br />
in this composite reservoir increased and the water was sampled. The DBFs formed<br />
in the chlorinated samples represent the effluent in a blended system, and the time<br />
at which a potential MCL is exceeded can be used to calculate <strong>GAC</strong> usage rate. The<br />
results <strong>of</strong> the integral breakthrough experiment were predicted based on the<br />
integrated logistic function model, and the fitting parameters were determined<br />
based on a fit <strong>of</strong> the logistic function model on the data from a single contactor.<br />
Blending experiments were conducted for PRW (EBCT = 15 minutes),<br />
SRPW (EBCT = 10 minutes), and FGW (EBCT = 20 minutes), which represent a<br />
range <strong>of</strong> water qualities (see Table 2.1 [p. 6]). Five or six blended effluent samples<br />
were collected for each RSSCT. The samples were analyzed for TOC and UFC-<br />
TTHM. The single-contactor breakthrough behavior was compared to the blended<br />
water scenario using TOC and TTHM target concentrations discussed earlier in this<br />
chapter.<br />
Results and Discussion<br />
The impact <strong>of</strong> blending on effluent TOC concentrations for PRW is shown<br />
in Figure 6.21. The discrete effluent values <strong>of</strong> the single contactor are compared<br />
with those <strong>of</strong> the composite "blended" sample. The logistic model, Equation 6.7,<br />
was applied to the single-contactor breakthrough data, and a best-fit procedure
88 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
yielded values for the parameters A, B and C (this model simulation is shown <strong>by</strong> the<br />
solid line). Using these parameter values, Equation 6.8 was used to predict the<br />
blended effluent concentration (the model prediction is shown <strong>by</strong> the dashed line).<br />
The impact <strong>of</strong> blending is summarized for PRW, SRPW, and FGW in Table 6.2.<br />
For PRW the operating time to a TOC breakthrough <strong>of</strong> 0.8 mg/L was<br />
extended from 63 to 116 scaled operation days <strong>by</strong> blending the effluent water. The<br />
numerical model showed very good agreement with the experimental blended<br />
effluent data. Figure 6.22 shows the results for <strong>DBP</strong> precursor removal for PRW as<br />
illustrated <strong>by</strong> UFC-TTHM. The run time to the TTHM goal <strong>of</strong> 32 ug/L was<br />
increased from 94 to 199 scaled operation days. The effect <strong>of</strong> blending on TTHM<br />
concentration was also well predicted <strong>by</strong> the model.<br />
The impact <strong>of</strong> blending water from multiple contactors is shown for effluent<br />
TOC concentrations for SRPW in Figure 6.23. The run time to a TOC concentration<br />
<strong>of</strong> 0.8 mg/L was extended from 42 to 104 scaled operation days. The blending model<br />
slightly underpredicted the experimental TOC data. The results <strong>of</strong> blending <strong>GAC</strong><br />
effluent are shown for UFC-TTHM for SRPW in Figure 6.24. The time to an effluent<br />
TTHM concentration <strong>of</strong> 32 ug/L was extended <strong>by</strong> blending from 56 to 281 scaled<br />
operation days. The blending model also underpredicted the TTHM concentration.<br />
The effluent TOC concentrations results from the blending experiments are<br />
shown in Figure 6.25 for FGW. As was the case with the previous two waters, the<br />
<strong>GAC</strong> run time was increased <strong>by</strong> blending the effluent from multiple <strong>GAC</strong> contactors.<br />
The time to a TOC concentration <strong>of</strong> 1.6 mg/L was extended from 13 to 28 scaled<br />
operation days. The time to a TOC concentration <strong>of</strong> 0.8 mg/L was extended from<br />
8 to 14 scaled operation days. The experimental blended data were slightly<br />
underpredicted <strong>by</strong> the numerical model. These results are mirrored in the results<br />
for TTHM precursors shown in Figure 6.26. The run time to the TTHM goal <strong>of</strong><br />
64 ug/L was extended from 15 to 25 scaled operation days. The run time to the<br />
TTHM goal <strong>of</strong> 32 ug/L was extended from 11 to 19 scaled operation days. Similar<br />
to the modeled results for TOC, the TTHM results were slightly underpredicted in<br />
the latter part <strong>of</strong> the breakthrough <strong>by</strong> the numerical model.<br />
NOM Desorption and the Impact <strong>of</strong> Backwashing<br />
Recently, evidence has been gathered that indicates that NOM does not<br />
completely desorb from the surface <strong>of</strong> <strong>GAC</strong> when concentration gradients are<br />
applied. Once adsorbed, some <strong>of</strong> the NOM will not desorb from <strong>GAC</strong> back into<br />
solution if the liquid phase concentration is reduced. Summers and Roberts (1988)<br />
and Summers et al. (1989, 1992) showed for four source waters that less than 6<br />
percent <strong>of</strong> the total adsorbed NOM, as measured in terms <strong>of</strong> TOC and UV254 ,<br />
desorbed when the influent concentration was reduced to the detection limit. Hong<br />
(1995) showed that less than 15 percent <strong>of</strong> previously adsorbed DOC was desorbed<br />
<strong>by</strong> a reverse in the concentration gradient for six natural waters.<br />
<strong>GAC</strong> filter adsorbers require frequent backwashing in order to reduce head<br />
loss accumulation. During backwashing, the <strong>GAC</strong> particles may become restratif ied,<br />
which can result in saturated particles moving from the top <strong>of</strong> the column (which has<br />
been exposed to high influent NOM concentrations) to the bottom <strong>of</strong> the column.<br />
If the liquid phase NOM concentration at the bottom <strong>of</strong> the column is low during this<br />
backwashing, the concentration gradient favors the desorption <strong>of</strong> NOM. Further, the
Design and Operational Considerations 89<br />
Table 6.2 Impact <strong>of</strong> blending on bed life___________________________<br />
__ Run time (days)_____________<br />
TOC TTHM<br />
Source<br />
configuration 1.6mg/L<br />
0.8 mg/L<br />
64 ug/L 32 ug/L<br />
PRW<br />
Single —<br />
Blended —<br />
63<br />
116<br />
— 94<br />
— 199<br />
SRPW<br />
Single —<br />
Blended —<br />
42<br />
104<br />
— 56<br />
— 281<br />
FGW<br />
Single 13<br />
Blended 28<br />
8<br />
14<br />
15 11<br />
25 19<br />
• indicates effluent did not reach criterion<br />
restratification <strong>of</strong> <strong>GAC</strong> particles may lead to a spreading out <strong>of</strong> the mass transfer<br />
zone, which can lead to earlier breakthrough (Sontheimer et al. 1988). However,<br />
Hong and Summers (1994) and Hong (1995) have shown that, in general, backwashing<br />
does not lead to significantly earlier NOM and DBF precursor breakthrough.<br />
The lack <strong>of</strong> desorption <strong>of</strong> NOM may have a major impact on the application<br />
<strong>of</strong> <strong>GAC</strong> for DBF precursor control. Concerns about the impact <strong>of</strong> backwashing on<br />
the mass transfer zone and premature breakthrough may not be relevant for NOM<br />
and DBF precursors, which would facilitate the use <strong>of</strong> filter adsorbers in situations<br />
where high removal efficiencies are not required.<br />
Objectives and Approach<br />
The objectives <strong>of</strong> the work presented in this section were to evaluate the<br />
impact <strong>of</strong> backwashing on the breakthrough behavior <strong>of</strong> NOM and DBF precursors<br />
and to determine the extent <strong>of</strong> NOM desorption from a column previously exposed<br />
to NOM.<br />
Desorption and backwashing experiments were run for PRW (EBCT =10<br />
minutes). Desorption experiments were run to evaluate NOM desorption as a result<br />
<strong>of</strong> a change in concentration gradient. An adsorption RSSCT with an influent TOC<br />
<strong>of</strong> 3 mg/L was run to 72 percent breakthrough. After completion <strong>of</strong> the RSSCT run,<br />
lab clean water (conductivity adjusted with KC1) containing less than 0.2 mg/L TOC<br />
was fed to the column at the same flow rate as during adsorption. The effluent was<br />
monitored for TOC and UV254 . The desorption experiment was conducted until the<br />
effluent TOC concentration was below 10 percent <strong>of</strong> the adsorption influent<br />
concentration, or 0.3 mg/L.<br />
To investigate the impact <strong>of</strong> backwashing, two identically designed RSSCTs<br />
(EBCT =10 minutes) were operated. A 10-minute EBCT was chosen because it<br />
represents the upper operation limit for a filter adsorber. One column was backwashedevery<br />
11 scaled operation days, while the other column was neverbackwashed.
90 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Results and Discussion<br />
The results for NOM desorption for PRW are shown in Figures 6.27 and<br />
6.28 for TOC and UV254, respectively. The run time for the desorption experiment<br />
was 18.5 scaled operation days. To determine the mass <strong>of</strong> NOM desorbed during<br />
that time, the breakthrough curve was integrated and compared to the integrated<br />
adsorption breakthrough curve. Eleven percent <strong>of</strong> the total adsorbed TOC and 5.8<br />
percent <strong>of</strong> the total removed UV254 were desorbed from the <strong>GAC</strong> <strong>by</strong> reversing the<br />
concentration gradient through a change in the influent TOC concentration <strong>of</strong> 3.0<br />
mg/L to 0.2 mg/L. Most <strong>of</strong> the NOM desorption for PRW occurred in the first 5<br />
scaled operation days, after which desorption was much slower. These results are<br />
similar to those reported <strong>by</strong> Hong (1995).<br />
Figures 6.29 and 6.30 show the impact <strong>of</strong> backwashing on NOM break<br />
through for PRW as measured <strong>by</strong> TOC and UV 254 , respectively. After backwashing,<br />
the effluent concentration initially increased <strong>by</strong> an average <strong>of</strong> 8 percent, and no<br />
trends were evident until the next backwashing. After 11 days the backwashed<br />
column broke through more rapidly than the nonbackwashed column. For the<br />
backwashed column, the total desorbed mass from solid phase to liquid phase as a<br />
result <strong>of</strong> backwashing was 13 percent <strong>of</strong> the adsorbed mass in the nonbackwashed<br />
column. The mass <strong>of</strong> TOC that desorbed because <strong>of</strong> backwashing was similar to the<br />
amount desorbed in the desorption experiment. Backwashing decreased the run<br />
time to 1.6 mg/L TOC from 58 to 48 days and to 0.8 mg/L from 34 to 24 days.<br />
A similar result is shown for UFC-TTHM in Figure 6.31. The backwashed<br />
column showed earlier breakthrough <strong>of</strong> TTHM precursors, 30 percent earlier at 32<br />
ug/L. However, after approximately 60 scaled operation days, the behavior <strong>of</strong> both<br />
columns was very similar.<br />
PRW breakthrough behavior showed a significant impact <strong>of</strong> backwashing.<br />
These results differ from those <strong>of</strong> Hong and Summers (1994) and Hong (1995), who<br />
reported that only one out <strong>of</strong> four waters studied showed minor evidence <strong>of</strong> early<br />
breakthrough due to backwashing. The results from the PRW desorption experi<br />
ment (Figures 6.27 amd 6.28) indicated that the mass <strong>of</strong> TOC desorbed was similar<br />
to that for other waters. PRW is a heavily industrially impacted surface water in<br />
which SOCs are known to be intermittently present. Other researchers (Sontheimer<br />
et al. 1988) have shown that backwashing leads to earlier breakthrough <strong>of</strong> SOCs.<br />
Thus, the nature <strong>of</strong> TOC may be an important factor in determining the impact <strong>of</strong><br />
backwashing.<br />
Summary_________________________<br />
Impact <strong>of</strong> EBCT on <strong>Adsorption</strong> Behavior<br />
Increasing the EBCT resulted in longer operating times to a specific<br />
breakthrough condition, as expected. For ORW, SRPW, and PRW, an increase in<br />
EBCT from 10 to 20 minutes resulted in a 100 to 154 percent increase in run time<br />
to a TOC breakthrough <strong>of</strong> 0.8 mg/L. Neither the NOM nor <strong>DBP</strong> precursor<br />
adsorption was found to be systematically affected <strong>by</strong> EBCT for these three waters<br />
when comparisons were based on throughput. For FGW, a 229 percent increase in
Design and Operational Considerations 91<br />
run time was observed to a TOC breakthrough <strong>of</strong> 1.6 mg/L, and a systematic impact<br />
<strong>of</strong> EBCT was found for TOC and to a lesser extent for the DBF precursors.<br />
A longer EBCT will result in longer run times to a given effluent criterion<br />
and yield lower <strong>GAC</strong> reactivation frequencies. The carbon usage rate (i.e., the<br />
amount <strong>of</strong> carbon that must be reactivated), however, may not be related to EBCT.<br />
Further, a longer EBCT will have higher costs associated with larger contactors. An<br />
economic analysis is needed to determine the optimum EBCT for a given system.<br />
Only the cost analysis can determine whether the greater capital expense associated<br />
with longer EBCTs compensates for a potential reduction in <strong>GAC</strong> reactivation<br />
costs. The cost analysis associated with these data is presented in Chapter 12.<br />
Impact <strong>of</strong> Blending<br />
The results presented in the blending section emphasize the advantage <strong>of</strong><br />
operating multiple contactors in parallel. The time to <strong>GAC</strong> performance goals can<br />
be significantly extended <strong>by</strong> blending the effluent from multiple contactors. For the<br />
three waters examined (PRW, SRPW, and FGW), blending increased the run time<br />
<strong>by</strong> an average <strong>of</strong> 150 percent for both TOC and UFC-TTHM. The integral logistic<br />
model was found to predict blended effluent TOC concentrations well and reason<br />
ably predict those for UFC-TTHM. It is important for one to consider the added<br />
benefits <strong>of</strong> blending when analyzing <strong>GAC</strong> cost with respect to a performance goal.<br />
The impact <strong>of</strong> these extended run times on <strong>GAC</strong> use rate and costs will be also be<br />
presented in Chapter 12.<br />
NOM Desorption and the Impact <strong>of</strong> Backwashing<br />
For PRW, NOM did not desorb easily from <strong>GAC</strong> as a function <strong>of</strong> a change<br />
in the concentration gradient. Only 11 percent <strong>of</strong> the TOC was found to desorb from<br />
a column that was 75 percent exhausted. For PRW, backwashing led to earlier NOM<br />
and <strong>DBP</strong> precursor breakthrough behavior. Other researchers, however, have found<br />
this not to be the case. It is postulated that the impact found in this study is due to<br />
the nature <strong>of</strong> the NOM in PRW and the possible presence <strong>of</strong> SOCs, the removal <strong>of</strong><br />
which has been demonstrated to be affected <strong>by</strong> backwashing.
92 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
2.0<br />
TOC<br />
C0 = 2 mg/L<br />
10<br />
u><br />
1.5 -<br />
2 1.0 -<br />
I o<br />
O<br />
0.5 -<br />
EBCT (min)<br />
—— 10<br />
— -15<br />
........ 20<br />
0.0<br />
100 200 300<br />
Scaled operation time (days)<br />
400 500<br />
Figure 6.1 Model simulation <strong>of</strong> the effect <strong>of</strong> EBCT on TOC breakthrough for the Ohio<br />
River water<br />
2.0<br />
1.5 -<br />
TOC<br />
C0 = 2 mg/L<br />
20 ...--^<br />
10<br />
o<br />
1e 1.0 -<br />
§<br />
o<br />
0.5 -<br />
0.0<br />
10000 20000 30000<br />
Throughput, BV (bed volumes)<br />
EBCT (min)<br />
—— 10<br />
— - 15<br />
20<br />
40000<br />
Figure 6.2 Model simulation <strong>of</strong> the effect <strong>of</strong> EBCT on normalized TOC breakthrough for<br />
Ohio River water
s o<br />
s<br />
a.<br />
2<br />
5'<br />
2 5'<br />
•n<br />
•n<br />
94 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
0.025<br />
0.020 -<br />
d><br />
o<br />
0.015 -<br />
TO<br />
-Q 0.010 -<br />
CO<br />
o<br />
0.005 -<br />
1 o<br />
EBCT(min) C0 (1/cm)<br />
0.000<br />
3000 6000 9000 12000<br />
Throughput, BV (bed volumes)<br />
15000 18000<br />
Figure 6.5 Effect <strong>of</strong> EBCT on normalized UV254 breakthrough for Ohio River water<br />
o<br />
5<br />
•o<br />
o<br />
O<br />
EBCT (min) C0 (ug CI7L)<br />
3000 6000 9000 12000<br />
15000 18000<br />
Throughput, BV (bed volumes)<br />
Figure 6.6 Effect <strong>of</strong> EBCT on normalized UFC-TOX breakthrough for Ohio River water
Design and Operational Considerations 95<br />
o><br />
O<br />
4-'<br />
1 8<br />
O EBCT (min) C0 (\ig/L)<br />
3000 6000 9000 12000<br />
15000 18000<br />
Throughput, BV (bed volumes)<br />
Figure 6.7 Effect <strong>of</strong> EBCT on normalized UFC-TTHM breakthrough for Ohio River<br />
water<br />
o><br />
•-<br />
I<br />
O O<br />
EBCT (min) C0 fog/L)<br />
3000 6000 9000 12000<br />
15000 18000<br />
Throughput, BV (bed volumes)<br />
Figure 6.8 Effect <strong>of</strong> EBCT on normalized UFC-HAA6 breakthrough for Ohio River<br />
water
s <br />
Design and Operational Considerations 97<br />
80<br />
70 -<br />
TTHM.<br />
60 -<br />
1<br />
o •JP<br />
50 -<br />
40 -<br />
a<br />
o<br />
-4»<br />
§<br />
t)<br />
to<br />
13<br />
I<br />
2<br />
O<br />
^<br />
8-<br />
o<br />
•3<br />
I<br />
<br />
m<br />
3}<br />
s a<br />
a. s<br />
3<br />
I a^I1<br />
2 <br />
m<br />
Concentration (mg/L)<br />
(C C<br />
(D<br />
O)<br />
O1<br />
Concentration (mg/L)<br />
o I-*<br />
a m CD<br />
o H<br />
O 3<br />
O<br />
i O<br />
m CD<br />
o<br />
o<br />
. _l . I I I . 1 . I . 1 , I<br />
SL N°<br />
(D a<br />
3 O<br />
o><br />
S<br />
o c<br />
CD<br />
T]<br />
O<br />
^<br />
a D)<br />
(Q<br />
O<br />
3<br />
a<br />
I<br />
Q)<br />
5<br />
o<br />
c<br />
(Q<br />
o^<br />
Tl<br />
O<br />
a<br />
Q><br />
(Q<br />
O<br />
Q.<br />
I
100 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
200<br />
_J<br />
a.<br />
o<br />
14>rf<br />
§<br />
500 1000 1500 2000 2500 3000<br />
3500<br />
Throughput, BV (bed volumes)<br />
Figure 6.17 Effect <strong>of</strong> EBCT on normalized UFC-TTHM breakthrough for Florida<br />
groundwater<br />
n<br />
Figure 6.18 Operation <strong>of</strong> multiple <strong>GAC</strong> contactors in parallel
Design and Operational Considerations 101<br />
t<br />
Time<br />
Figure 6.19 Individual breakthrough curves <strong>of</strong> multiple contactors operated in parallel<br />
c<br />
o<br />
start-up<br />
normal operation<br />
I o<br />
O<br />
plant effluent criterion<br />
Time<br />
Figure 6.20 Blended <strong>GAC</strong> effluent from multiple contactors operated in parallel
102 <strong>Removal</strong> <strong>of</strong><strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
o><br />
2.5<br />
2.0 -<br />
TOG<br />
EBCT= 15min<br />
Logistic Model<br />
I<br />
I o<br />
O<br />
1.5 -<br />
1.0 -<br />
0.5 -<br />
Predicted Blended Effluent<br />
C0 (mg/L)<br />
• Discrete effluent samples 3.0<br />
o Blended effluent samples 3.0<br />
0.0<br />
50 100 150 200<br />
Scaled operation time (days)<br />
250<br />
Figure 6.21 Effect <strong>of</strong> blending on TOC breakthrough for Passaic River water<br />
80<br />
70 -<br />
60 -<br />
* Discrete effluent samples 85<br />
0 Blended effluent samples 85<br />
TTHM<br />
EBCT=15min<br />
o<br />
1 *-»<br />
I o<br />
O<br />
Predicted Blended Effluent<br />
50 100 150<br />
200 250<br />
Scaled operation time (days)<br />
Figure 6.22 Effect <strong>of</strong> blending on UFC-TTHM breakthrough for Passaic River water
Design and Operational Considerations JOB<br />
1.6<br />
1.4<br />
1.2<br />
C0 (mg/L)<br />
• Discrete effluent samples 2.2<br />
o Blended effluent samples 2.2<br />
—— Model prediction<br />
TOO<br />
EBCT=10min<br />
o<br />
1<br />
Io<br />
o<br />
1.0<br />
0.8<br />
0.6<br />
Logistic Model<br />
0.4<br />
0.2<br />
0.0<br />
0 10 20 30 40 50 60 70 80 90 100<br />
Scaled operation time (days)<br />
Figure 6.23 Effect <strong>of</strong> blending on TOC breakthrough for Salt River Project water<br />
CD<br />
n.<br />
60<br />
50 -<br />
40 -<br />
3 30-<br />
£<br />
c0 (ug/L)<br />
• Discrete effluent samples 72<br />
0 Blended effluent samples 72<br />
Logistic Model<br />
TTHM<br />
EBCT = 10min<br />
I o<br />
O<br />
20 -<br />
10 -<br />
Predicted Blended Effluent<br />
10 20 30 40 50 60 70 80 90<br />
Scaled operation time (days)<br />
Figure 6.24 Effect <strong>of</strong> blending on UFC-TTHM breakthrough for Salt River Project water
104 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
o><br />
§<br />
o<br />
10<br />
9 -<br />
8 -<br />
7 -<br />
6 -<br />
5 -<br />
C0 (mg/L)<br />
• Discrete effluent samples 10.0<br />
° Blended effluent samples 10.0<br />
Logistic Model<br />
TOC<br />
EBCT = 20 min<br />
§<br />
4 -<br />
3 -<br />
2 -<br />
1 -<br />
Predicted Blended Effluent<br />
0<br />
—i—<br />
10<br />
—i—<br />
20 30<br />
—i—<br />
40 50<br />
Scaled operation time (days)<br />
Figure 6.25 Effect <strong>of</strong> blending on TOC breakthrough for Florida groundwater<br />
200<br />
150 -<br />
cn (ug/L)<br />
• Discrete effluent samples 238<br />
o Blended effluent samples 238<br />
— — Model prediction<br />
TTHM<br />
EBCT = 20 min<br />
o •a<br />
I<br />
8<br />
O<br />
Scaled operation time (days)<br />
Figure 6.26 Effect <strong>of</strong> blending on UFC-TTHM breakthrough for Florida groundwater
Design and Operational Considerations 105<br />
3.0<br />
2.5 -<br />
j TOC<br />
C0 (mg/L)<br />
<strong>Adsorption</strong> 3.0<br />
Desorption 0.2<br />
EBCT=10min<br />
co<br />
I<br />
o<br />
I o<br />
O<br />
2.0 -<br />
1.5 -<br />
1.0 -<br />
0.5 -<br />
0.0<br />
—i—<br />
10<br />
Scaled operation time (days)<br />
—i—<br />
15 20<br />
Figure 6.27 NOM desorption for Passaic River water: TOC levels<br />
o<br />
0.08<br />
0.07 -<br />
c<br />
0.06 -<br />
0.05 -<br />
UV.<br />
254 C0 (1/cm)<br />
<strong>Adsorption</strong> 0.072<br />
Desorption 0.001<br />
EBCT=10 min<br />
CO<br />
0.04 -<br />
o (A<br />
CO<br />
JB<br />
g<br />
0.03 -<br />
0.02 -<br />
I<br />
z><br />
0.01 -<br />
0.00<br />
T~<br />
5<br />
—i—<br />
10<br />
—i—<br />
15 20<br />
Scaled operation time (days)<br />
Figure 6.28 NOM desorption for Passaic River water: UV254 levels
106 <strong>Removal</strong> <strong>of</strong><strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
3.0<br />
2.5-<br />
TOC EBCT=10min<br />
I<br />
g<br />
S<br />
2.0 -<br />
1.5 -<br />
1.0 -<br />
0.5 -<br />
C0 (mg/L)<br />
o Nonbackwashed 3.0<br />
n Backwashed 3.0<br />
0.0<br />
0 20 40 60 80 100 120 140 160 180 200<br />
Scaled operation time (days)<br />
Figure 6.29 Impact <strong>of</strong> backwashing on TOC breakthrough for Passaic River water<br />
0.07<br />
0.06 H<br />
UV- 254 EBCT=10 min<br />
8<br />
S<br />
-e<br />
%<br />
x><br />
(0<br />
«<br />
o<br />
1<br />
0.05<br />
0.04<br />
0.03<br />
0.02<br />
0.01<br />
o Nonbackwashed 0.076<br />
o Backwashed 0.076<br />
0.00<br />
0 20 40 60 80 100 120 140 160 180 200<br />
Scaled operation time (days)<br />
Figure 6.30 Impact <strong>of</strong> backwashing on UV254 breakthrough for Passaic River water
Design and Operational Considerations 107<br />
O)<br />
.2<br />
1<br />
o Nonbackwashed<br />
n Backwashed<br />
20 40 60 80 100 120 140 160 180 200<br />
Scaled operation time (days)<br />
Figure 6.31 Impact <strong>of</strong> backwashing on UFC-TTHM breakthrough for Passaic River water
Chapter 7<br />
The Impact <strong>of</strong> Optimized Coagulation<br />
on NOM <strong>Removal</strong> and <strong>DBP</strong> Control <strong>by</strong><br />
<strong>GAC</strong> <strong>Adsorption</strong><br />
The capacity <strong>of</strong> <strong>GAC</strong> for NOM adsorption can be improved <strong>by</strong> a decrease<br />
in initial NOM concentration (Randtke and Jepsen 1982; Summers and Roberts<br />
1988; Sontheimer et al. 1988). <strong>GAC</strong>'s capacity for adsorption <strong>of</strong> NOM is also<br />
affected <strong>by</strong> pH (McCreary and Snoeyink 1980; Weber et al. 1983). These research<br />
ers demonstrated that as the initial pH was lowered, the adsorption capacity <strong>of</strong> <strong>GAC</strong><br />
was improved. This improvement is most <strong>of</strong>ten attributed to a decrease in the<br />
solubility <strong>of</strong> NOM at lower pH.<br />
Coagulation processes used as pretreatment to <strong>GAC</strong> can both reduce<br />
influent TOC concentrations and decrease the influent pH to the adsorber, thus<br />
leading to improved <strong>GAC</strong> performance. Coagulation also preferentially removes<br />
the large molecular size fraction and humic fraction <strong>of</strong> NOM (Semmens and Staples<br />
1986; Collins et al. 1986; Dryfuse et al. 1995). A study <strong>by</strong> Semmens et al. (1986)<br />
showed that coagulation pretreatment prior to <strong>GAC</strong> increased the run time <strong>of</strong> the<br />
contactor and that further improvements in <strong>GAC</strong> run time can be achieved at higher<br />
coagulant doses.<br />
Objectives and Approach________________<br />
The systematic evaluation <strong>of</strong> the impact <strong>of</strong> optimized coagulation pretreat<br />
ment on <strong>GAC</strong> performance for NOM removal and <strong>DBP</strong> control is discussed in this<br />
chapter. The <strong>GAC</strong> adsorption characteristics <strong>of</strong> two waters pretreated under<br />
conventional and optimized alum coagulation conditions were compared. Opti<br />
mized coagulation with respect to TOC is defined as the coagulant dose beyond<br />
which improvement in marginal TOC removal is not measurable. Changes in<br />
specific <strong>DBP</strong> yield in <strong>GAC</strong> effluent as a result <strong>of</strong> optimized coagulation pretreat<br />
ment were also investigated. Finally, to determine how the adsorbability <strong>of</strong> NOM<br />
characteristics was affected <strong>by</strong> coagulation pretreatment, a study <strong>of</strong> NOM charac<br />
teristics <strong>by</strong> two fractionatiori techniques, ultrafiltration and the use <strong>of</strong> XAD-8 resins,<br />
and PY-GC-MS was performed.<br />
709
110 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Experimental Conditions<br />
Two waters were used in this study: ORW and SRPW. Raw water<br />
characteristics are summarized in Table 7.1.<br />
ORW was sampled at CWW after conventional treatment using 7.7 mg/L<br />
alum, 8.6 mg/L lime, pH 7.8, and rapid sand filtration. Conventionally treated water<br />
from this source was batch coagulated with an additional 80 mg/L <strong>of</strong> alum at pH 6.4.<br />
This dose was based on jar test results <strong>of</strong> Dryfuse et al. (1995). SRPW was a blend<br />
<strong>of</strong> the Verde River and Salt River (in Arizona). SRPW was conventionally treated<br />
<strong>by</strong> coagulation with alum, sedimentation, and sand filtration; the plant alum dose<br />
was 10.6 mg/L at pH 7.8. Based on jar test results, and as a result <strong>of</strong> the high<br />
alkalinity <strong>of</strong> the water, the pH <strong>of</strong> the water was first reduced to 6.9 with sulfuric acid,<br />
and an additional alum dose <strong>of</strong> 60 mg/L was then added. This yielded a pH <strong>of</strong> 6.5<br />
for optimized coagulation.<br />
Although high alum dosages were used, this study was designed to examine<br />
the impact on <strong>GAC</strong> performance <strong>of</strong> reductions in influent TOC concentrations after<br />
optimized coagulation. Lowering alum dosages for optimized coagulation similarly<br />
causes decreases in influent TOC concentration, but it was beyond the scope <strong>of</strong> this<br />
study to optimize <strong>GAC</strong> performance in terms <strong>of</strong> coagulant dosage.<br />
The batch coagulation process was similar for both ORW and SRPW. It was<br />
repeated three times on water contained in 55-gal (208-L) drums. A variable speed<br />
shaft mixer was operated at high speed prior to alum addition and for 4 minutes after<br />
alum addition. The water was then flocculated for 12 minutes at low speed. After<br />
settling, the water was passed through a 1.0-um cartridge filter. The treated water<br />
characteristics are summarized in Table 7.2. Also included in Table 7.2 are the Step<br />
1 enhanced coagulation requirements according to Stage 1 <strong>of</strong> the proposed D-<strong>DBP</strong><br />
Rule (USEPA 1994), based on raw water characteristics.<br />
Results and Discussion_________________<br />
The results presented in this section involve a comparison <strong>of</strong> the relative<br />
effects <strong>of</strong> optimized coagulation and conventional pretreatment on <strong>GAC</strong> break<br />
through curves for <strong>DBP</strong> surrogate parameters (TOC and UV254) and formed <strong>DBP</strong>s<br />
(TTHM, HAA6, TOX, and CH). All <strong>DBP</strong> formation was conducted under UFC<br />
protocol (see Appendix C). As a result <strong>of</strong> the unsteady-state nature <strong>of</strong> the break<br />
through process, it can be difficult to compare breakthrough curves beyond a<br />
qualitative assessment. It is possible, however, to use breakthrough characteristics<br />
to systematically compare breakthrough behavior. In this study, the concentration<br />
<strong>of</strong> the immediate breakthrough (Cimm), which is representative <strong>of</strong> the nonadsorbable<br />
fraction, and the time to initial breakthrough (tjm), which represents the time at<br />
which the adsorbable fraction begins to show breakthrough, are used. Furthermore,<br />
comparisons are made <strong>by</strong> establishing <strong>GAC</strong> run time criteria and comparing the<br />
difference in run time obtained after conventional treatment with that obtained after<br />
optimized coagulation. The <strong>GAC</strong> run time criterion for TOC is defined as the time<br />
for reaching an effluent concentration <strong>of</strong> 0.8 mg/L. For UV154 , the criterion is an<br />
effluent absorbance <strong>of</strong> 0.01/cm. The criterion for TTHM is guided <strong>by</strong> Stage 2 <strong>of</strong><br />
the D-<strong>DBP</strong> Rule and is 32 ug/L, a value 20 percent below the proposed MCL <strong>of</strong><br />
40 ug/L. For HAA6, the run time criterion is set at 24 ug/L, based on a target
The Impact <strong>of</strong> Optimized Coagulation 111<br />
Table 7.1 Raw water characteristics for Chapter 7 experiments<br />
<strong>Water</strong> TOC (mg/L) Alkalinity (mg/L as CaCO3)<br />
ORW<br />
SRPW<br />
2.2<br />
2.5<br />
40<br />
140<br />
Table 7.2 Treated water characteristics for Chapter 7 experiments<br />
<strong>Water</strong><br />
Alum<br />
dose<br />
(mg/L)<br />
Conventional<br />
treatment<br />
TOC<br />
(mg/L)<br />
PH<br />
TOC<br />
removal<br />
(%)<br />
Alum<br />
dose<br />
(mg/L)<br />
Optimized<br />
coagulation<br />
TOC<br />
(mg/L)<br />
PH<br />
TOC<br />
removal<br />
(%)<br />
Enhanced<br />
coagulation<br />
TOC removal<br />
requirement<br />
(%)<br />
ORW<br />
SRPW<br />
8<br />
11<br />
2.0<br />
2.2<br />
7.8<br />
7.8<br />
6<br />
9<br />
88<br />
71<br />
1.5<br />
1.7<br />
6.4<br />
6.5<br />
32<br />
31<br />
40<br />
20<br />
20 percent below the Stage 2 HAAS MCL, 30 ug/L. Finally, a value <strong>of</strong> 70 ug<br />
C1~/L is used for the TOX run time criterion.<br />
The <strong>GAC</strong> influent levels <strong>of</strong> TOC and UV254 and <strong>of</strong> the formed TTHM,<br />
HAA6, TOX, and CH for the influent waters are summarized in Table 7.3. The<br />
influent concentrations <strong>of</strong> CH were very low, and its formation was well controlled<br />
<strong>by</strong> <strong>GAC</strong>. Therefore, characterization <strong>of</strong> its breakthrough will not be discussed.<br />
<strong>GAC</strong> breakthrough behavior for ORW pretreated under conventional and<br />
optimized coagulation is shown in Figures 7.1 to 7.6 for TOC, UV 254 , and various<br />
DBFs. For each pair <strong>of</strong> breakthrough curves, the Cimm, tim , and respective run time<br />
criteria comparisons between the pretreatment types are summarized in Table 7.4.<br />
The run time criteria are also listed in Table 7.4. Although the Cimm was usually very<br />
low for the breakthrough curves <strong>of</strong> both pretreatment types, it is evident that<br />
optimized coagulation pretreatment dramatically improved <strong>GAC</strong> performance for<br />
the adsorption <strong>of</strong> DBF surrogates and DBFs. While the tint ranged from 30 to 50 days<br />
after conventional treatment, it was improved to 125 to 170 days after optimized<br />
coagulation. Furthermore, as defined <strong>by</strong> the criteria mentioned earlier, the <strong>GAC</strong> run<br />
time improved from a range <strong>of</strong> 80 to 125 days following conventional treatment to<br />
a range <strong>of</strong> 214 to 300 days following optimized coagulation. The comparison was<br />
not possible for HAA6 because effluent concentrations were very low. It is also clear<br />
that the effect <strong>of</strong> optimized coagulation on adsorption <strong>of</strong> TOC and UV254 was very<br />
similar to the effect on the DBFs analyzed. This is a good indication <strong>of</strong> the ability<br />
<strong>of</strong> TOC and UV254 to serve as surrogates for DBF precursor breakthrough.<br />
Figures 7.7 to 7.12 show the impact <strong>of</strong> optimized coagulation on <strong>GAC</strong><br />
breakthrough <strong>of</strong> TOC and UV254 , as well as various DBFs, for SRPW. The<br />
breakthrough behavior comparison parameters (Cimm , tint, and run time criteria) are<br />
summarized in Table 7.4. In a manner similar to the case <strong>of</strong> ORW, optimized<br />
coagulation greatly improved <strong>GAC</strong> performance for all parameters analyzed. The<br />
DBF surrogate parameters (TOC and UV254) and the formed DBFs analyzed
112 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Table 7.3 Summary <strong>of</strong> DBF surrogate and DBF concentrations prior to <strong>GAC</strong> treatment<br />
<strong>Water</strong> CT<br />
Formation under UFC<br />
TOC UV254 TTHM HAA6 TOX<br />
(mg/L) (1/cm) (ng/L) (ug/L) (ug CI'/L)<br />
OC CT OC CT OC CT<br />
OC CT OC<br />
CT<br />
CH<br />
(M9/L)<br />
OC<br />
ORW 2.0<br />
SRPW 2.2<br />
1.5 0.04 0.03 86 59 26<br />
1.7 0.05 0.03 72 46 28<br />
19 170 92<br />
17 170 130<br />
3.9<br />
4.1<br />
1.4<br />
2.6<br />
CT = conventional treatment<br />
OC = optimized coagulation<br />
showed similar improvements in their breakthrough behavior with optimized<br />
coagulation. Under conventional pretreatment conditions, initial breakthrough<br />
occurred after 40 and 55 days for TOC and UV254 , respectively, as compared to<br />
between 25 and 45 days for the DBF precursors. After optimized coagulation, initial<br />
breakthrough occurred after 100 days for both TOC and UV254 , while that for the<br />
DBF precursors occurred after 90 to 110 days. <strong>GAC</strong> run time improved from a range<br />
<strong>of</strong> 83 to 120 days to a range <strong>of</strong> 155 to 300 days, based on the run time criteria.<br />
The results indicate that for the two waters examined, <strong>GAC</strong> performance<br />
after optimized coagulation was significantly improved compared to that after<br />
conventional treatment. On average, the percent improvement in tint for all param<br />
eters was greatest for ORW, at 254 percent, while that for SRPW was still very large,<br />
at 179 percent. Because <strong>GAC</strong> reactivation times are controlled <strong>by</strong> run time, the<br />
comparison based on run time criterion is very important. For all parameters, the<br />
average percent increase in run times were 148 and 129 percent for ORW and<br />
SRPW, respectively. These results demonstrate that optimized pretreatment prior<br />
to a <strong>GAC</strong> contactor may provide significant cost reductions associated with <strong>GAC</strong><br />
reactivation. Furthermore, <strong>GAC</strong> coupled with optimized coagulation may be a<br />
necessary step for many utilities to comply with future, more stringent <strong>DBP</strong><br />
regulations. However, the alum dosages used in this study were high, and it was<br />
beyond the scope <strong>of</strong> this project to optimize <strong>GAC</strong> performance at more moderate<br />
coagulant dosages.<br />
It should be noted that these results are based on single RSSCT runs. In<br />
practice, multiple <strong>GAC</strong> contactors are operated in a parallel, staggered mode, and<br />
the effluent water quality is blended prior to disinfection. As shown in Chapter 6,<br />
the impact <strong>of</strong> blending further improves <strong>GAC</strong> run time.<br />
In this study, optimized coagulation resulted in both a decrease in influent<br />
TOC and a decrease in influent pH for both waters. Other research has shown that<br />
both factors can contribute to an increase in the performance <strong>of</strong> <strong>GAC</strong> for the control<br />
<strong>of</strong> NOM. A survey <strong>of</strong> 26 <strong>GAC</strong> runs utilizing 18 different water sources yielded a<br />
logarithmic relationship <strong>of</strong> run time (as measured <strong>by</strong> bed volumes to 50 percent TOC<br />
breakthrough) as a function <strong>of</strong> influent TOC (Hooper 1996; Summers et al. 1994b).<br />
The relationship indicated that as influent TOC increased, run time decreased. A<br />
controlled study performed on a single water source (Hooper et al. 1995) showed<br />
that the impact <strong>of</strong> influent TOC on <strong>GAC</strong> run time was similar to that observed in the<br />
relationship just described. That study also investigated the impact <strong>of</strong> influent pH
OC<br />
(days)<br />
214<br />
245<br />
241<br />
*<br />
300<br />
155<br />
245<br />
300<br />
*<br />
180<br />
Change<br />
(%)<br />
+168<br />
+96<br />
+177<br />
*<br />
+150<br />
+148<br />
+87<br />
+188<br />
+191<br />
*<br />
+50<br />
+129<br />
3<br />
a.<br />
I a"<br />
s<br />
Table 7.4 Effect <strong>of</strong> coagulation pretreatment on <strong>GAC</strong> breakthrough characteristics<br />
Immediate breakthrough<br />
concentration, C lmm<br />
Time to initial<br />
breakthrough, tjnt<br />
Run time based on<br />
established criterion<br />
<strong>Water</strong><br />
Parameter<br />
Units<br />
Cone<br />
CT<br />
%lnf<br />
OC<br />
Cone<br />
%lnf<br />
CT<br />
(days)<br />
OC<br />
(days)<br />
Change<br />
(%)<br />
Criterion<br />
CT<br />
(days)<br />
ORW<br />
TOC<br />
uv254<br />
TTHM<br />
HAA6<br />
TOX<br />
Average<br />
mg/L<br />
1/cm<br />
M9/L<br />
H9/L<br />
pg cr/L<br />
0.2<br />
0.003<br />
3<br />
4<br />
5<br />
9.8<br />
6.8<br />
3.5<br />
15.4<br />
2.9<br />
8<br />
0.15<br />
BDL<br />
1<br />
4<br />
10<br />
10.1<br />
NA<br />
1.7<br />
21.1<br />
10.9<br />
11<br />
45<br />
50<br />
45<br />
30<br />
50<br />
125<br />
145<br />
150<br />
170<br />
150<br />
+178<br />
+190<br />
+233<br />
+467<br />
+200<br />
+254<br />
0.8<br />
0.01<br />
32<br />
24<br />
70<br />
80<br />
125<br />
87<br />
*<br />
120<br />
SRPW<br />
TOC<br />
UV254<br />
TTHM<br />
HAA6<br />
TOX<br />
Average<br />
mg/L<br />
1/cm<br />
H9/L<br />
M9/L<br />
ug CI-/L<br />
0.18<br />
0.001<br />
BDL<br />
2.5<br />
10<br />
8.1<br />
2.1<br />
NA<br />
8.8<br />
5.9<br />
6<br />
0.1<br />
0.001<br />
BDL<br />
2.5<br />
5<br />
6.0<br />
3.6<br />
NA<br />
15.0<br />
3.8<br />
6<br />
40<br />
55<br />
30<br />
45<br />
25<br />
100<br />
100<br />
90<br />
100<br />
110<br />
+150<br />
+82<br />
+200<br />
+122<br />
+340<br />
+179<br />
0.8<br />
0.01<br />
32<br />
24<br />
70<br />
83<br />
85<br />
103<br />
*<br />
120<br />
BDL = below detection limit<br />
Cone = concentration<br />
CT = Conventional treatment<br />
NA = not available<br />
%lnf = percent influent<br />
OC = optimized coagulation<br />
* Effluent concentration did not reach criterion
114 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
on <strong>GAC</strong> breakthrough under controlled conditions and found that as influent pH<br />
increased from 5.5 to 8.5, <strong>GAC</strong> run time decreased. For the two waters investigated<br />
in the present study, most <strong>of</strong> the improvement in <strong>GAC</strong> performance found after<br />
optimized coagulation was attributed to the decrease in influent TOC concentration<br />
(64 and 96 percent for ORW and SRPW, respectively).<br />
Effect <strong>of</strong> Coagulation Pretreatment<br />
on Specific DBF Yield <strong>of</strong> <strong>GAC</strong> Effluent_________<br />
Although the effectiveness <strong>of</strong> optimized coagulation pretreatment for the<br />
improved removal <strong>of</strong> DBF formation in <strong>GAC</strong> effluent has been shown, the<br />
comparisons were made with breakthrough curves plotted against scaled operation<br />
time. One can gain additional insight into the improvement <strong>of</strong> the RSSCT receiving<br />
optimized coagulated water (RSSCT-OC) <strong>by</strong> plotting DBF formation concentra<br />
tions against the corresponding TOC concentration for each sample and comparing<br />
these plots to those for the RSSCT receiving conventionally treated water (RSSCT-<br />
CT). These plots tend to have high linear regression correlations—as most showed<br />
an r2 value greater than 0.900. Two important features <strong>of</strong> these plots are the relative<br />
position and slope <strong>of</strong> each best-fit curve; significant changes in these parameters<br />
provide an indication <strong>of</strong> any changes in the specific DBF yield between RSSCT-CT<br />
and RSSCT-OC (Hooper 1996).<br />
Figure 7.13 shows the relationship between TTHM formation and TOC<br />
concentration for RSSCT-CT and RSSCT-OC for ORW. Both the slope and y-axis<br />
intercept were compared using regression analysis with categorical variables<br />
(Berthouex and Brown 1994). This method uses categorical variables to enable the<br />
entire data set (both pretreatments) to be fit to one model while still allowing the data<br />
sets to be distinguishable. The two categories were conventional pretreatment and<br />
optimized coagulation pretreatment. There are two null hypotheses:<br />
H Q : "The difference between the two slopes is zero."<br />
H0': "The difference between the two y-axis intercepts is zero."<br />
If the analysis shows that both null hypotheses should be accepted, then for the<br />
particular DBF examined, pretreatment <strong>by</strong> optimized coagulation did not signifi<br />
cantly affect the specific DBF yield after <strong>GAC</strong> treatment. If one or both hypotheses<br />
are rejected, then one or both <strong>of</strong> the following alternative hypotheses are accepted,<br />
and pretreatment significantly affected the specific DBF yield after <strong>GAC</strong> treatment:<br />
HA : "The difference between the two slopes is not zero."<br />
HA': "The difference between the two y-axis intercepts is not zero."<br />
TOC is<br />
A linear model for regression analysis <strong>of</strong> conventional pretreatment for<br />
V<strong>DBP</strong>= ao + a
The Impact <strong>of</strong> Optimized Coagulation 115<br />
for the DBF <strong>of</strong> interest, where y DBp and XTOC are the variables <strong>of</strong> the linear model<br />
and a0 and a { are constants. Similarly, for <strong>GAC</strong> effluent pretreated with optimized<br />
coagulation,<br />
where 60 and Bj are constants. A combined model can be created from these two<br />
models so that the model can be simultaneously fit to all the data. The combined<br />
model uses Z as a dummy variable: Z = 0 if the data are for the RSSCT-CT, and<br />
Z = 1 if the data are for the RSSCT-OC:<br />
y DBp = a0 + CC,XTOC + Z(y0 + y,xTOC) (7.3)<br />
60 = a0 + y0 (7.4)<br />
B^a, +Y, (7.5)<br />
where y0 and y, are constants. The combined model can be rearranged:<br />
y DBp = oc0 + alXTOC + Zy0 + y,ZxTOC (7.6)<br />
The regression is performed with independent variables XTOC , Z, and ZxTOC to<br />
estimate parameters oc0, (Xj , y0 , and yt . Once the model is fit to the data and estimates<br />
have been obtained for all four parameters, the model is simplified. Simplification<br />
is possible when y0 or y, is estimated as zero. When this occurs, the parameter is<br />
eliminated from the model, and the simplified version is fit to the data. For example,<br />
if y0 = 0, then B0 = aQ . This method leads to four possible outcomes, as shown in<br />
Figure 7.14. The four possible outcomes have been labeled type 1, 2, 3, and 4. A<br />
statistical s<strong>of</strong>tware package (SYSTAT Version 3.0 for Windows, Systat, Inc.,<br />
Evanston, 111.) was used for the analysis. The estimated parameter values for the<br />
four-parameter curve fit were associated with t statistics. A parameter was not<br />
significantly different than zero when the value <strong>of</strong> the t statistic was less than the<br />
critical t statistic, t*. The t* was determined from atable <strong>of</strong> critical t statistics, based<br />
on the sample size, at the 95 percent confidence level.<br />
The regression sum <strong>of</strong> squares for the complete model and the simplified<br />
version can be compared to ensure that elimination <strong>of</strong> one or more parameters from<br />
the model has not significantly affected the goodness <strong>of</strong> fit. To compare the<br />
regression sum <strong>of</strong> squares, the F statistic was computed and compared to the critical<br />
F statistic, F*, at the upper 5 percent point <strong>of</strong> the F distribution, for a 95 percent<br />
confidence level test <strong>of</strong> significance (Berthouex and Brown 1994).<br />
For the data shown in Figure 7.13, no significant change was observed in<br />
the y-axis intercepts, but a significant decrease in slope occurred between conven<br />
tional treatment and optimized coagulation pretreatment. Two conclusions can be<br />
drawn from these type 3 results. First, pretreatment <strong>by</strong> optimized coagulation<br />
reduced the specific TTHM yield after <strong>GAC</strong> treatment for ORW at a given effluent<br />
TOC concentration. Second, the increase in TTHM formation for a given increase<br />
in TOC concentration decreased after pretreatment <strong>by</strong> optimized coagulation.
116 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
The results obtained for the formation <strong>of</strong> TTHM, HAA6, and TOX for<br />
ORW and SRPW are summarized in Table 7.5, together with a comparison <strong>of</strong> F to<br />
F*. The analysis <strong>of</strong> HAA6 formation for ORW also yielded type 3 behavior, as<br />
shown in Figure 7.15. The analysis performed on TOX formation yielded a<br />
significant increase in y-axis intercept and a significant decrease in slope with <strong>GAC</strong><br />
treatment after optimized coagulation, resulting in a "crossing" pattern, as shown<br />
in Figure 7.16, which is a modified type 1 behavior. Therefore, at low TOC<br />
concentrations (below 0.5 mg/L), equivalent TOC concentrations showed a higher<br />
specific TOX yield in <strong>GAC</strong> effluent after optimized coagulation, while at TOC<br />
concentrations greater than 0.5 mg/L, a higher TOX yield was observed in <strong>GAC</strong><br />
effluent after conventional treatment. Overall, however, the increase in TOX<br />
formation for a given increase in TOC concentration in <strong>GAC</strong> effluent was lower for<br />
the water pretreated <strong>by</strong> optimized coagulation.<br />
For SRPW, the effects <strong>of</strong> treatment on the relationship between TOC and<br />
the formation <strong>of</strong> TTHM and HAA6, respectively, are is shown in Figures 7.17 and<br />
7.18. Statistical analysis yielded type 3 results for these DBFs, similar to ORW<br />
results for the same DBFs. Both the specific DBF yield at a given TOC and the<br />
increase in DBF formation for a given increase in TOC concentration decreased for<br />
these DBFs with optimized coagulation pretreatment.<br />
The comparison involving TOX data for SRPW (Figure 7.19) showed that<br />
there was a significant difference in neither the y-axis intercepts nor the slopes,<br />
which corresponded to type 4 behavior. Thus, the specific TOX yield in <strong>GAC</strong><br />
effluent was not significantly affected <strong>by</strong> optimized coagulation pretreatment for<br />
SRPW.<br />
The statistical analysis presented here allows for a direct comparison <strong>of</strong> the<br />
effect <strong>of</strong> optimized coagulation on the specific DBF yield <strong>of</strong> <strong>GAC</strong> effluent. In all<br />
cases, optimized coagulation yielded lower TOC concentrations in the <strong>GAC</strong><br />
effluent at any given time, which also yielded lower formed DBFs. In most cases,<br />
DBF formation was reduced at a given TOC concentration in <strong>GAC</strong> effluent after<br />
optimized coagulation pretreatment. In cases for which DBF formation was not<br />
Table 7.5 Effect <strong>of</strong> coagulation pretreatment on relationship between <strong>GAC</strong> effluent TOC<br />
and DBF formation<br />
Slope Y-axis intercept<br />
<strong>Water</strong><br />
Conventional Optimized<br />
treatment coagulation<br />
DBF (eg (B,)<br />
Conventional Optimized<br />
treatment coagulation<br />
K) (Bo) F<br />
F*<br />
Behavior<br />
type<br />
ORW<br />
TTHM<br />
HAA6<br />
TOX<br />
55.1<br />
11.5<br />
90.8<br />
> 38.2<br />
> 7.3<br />
> 31.0<br />
-11.6<br />
1.3<br />
-24.9<br />
= -11.6<br />
1.3<br />
< 6.3<br />
2.01<br />
0.01<br />
NA<br />
4.67<br />
4.67<br />
NA<br />
3<br />
3<br />
1 modified<br />
SRPW TTHM<br />
HAA6<br />
TOX<br />
31.9<br />
8.7<br />
56.9<br />
> 24.6<br />
> 6.9<br />
56.9<br />
-3.1<br />
1.2<br />
-0.6<br />
-3.1<br />
1.2<br />
-0.6<br />
0.30<br />
3.28<br />
3.59<br />
4.60<br />
4.60<br />
4.10<br />
3<br />
3<br />
4<br />
NA = not applicable
The Impact <strong>of</strong> Optimized Coagulation 117<br />
reduced, there was no significant difference in specific DBF yield. Therefore, based<br />
on this statistical analysis for the two waters examined, optimized coagulation<br />
pretreatment to <strong>GAC</strong> not only reduced the influent TOC concentration but also<br />
reduced DBF formation at a given TOC in the <strong>GAC</strong> effluent.<br />
Impact <strong>of</strong> Pretreatment on NOM<br />
Fraction Characteristics After <strong>GAC</strong>____________<br />
Humic-Nonhumic Fractionation<br />
Figure 7.20 is a composite graph that shows the humic and nonhumic<br />
makeup <strong>of</strong> ORW at various stages <strong>of</strong> treatment: raw, conventional treatment,<br />
optimized coagulation, and three <strong>GAC</strong> effluent samples for RSSCT-OC. The bar<br />
graphs compare the humic and nonhumic content <strong>of</strong> the raw water sample to the<br />
fractionation <strong>of</strong> water samples after conventional treatment and optimized coagu<br />
lation. Table 7.6 summarizes the humic and nonhumic makeup <strong>of</strong> the samples<br />
analyzed. The results show that the raw water sample was 55 percent humic and 45<br />
percent nonhumic. A small decrease in total DOC was observed between raw and<br />
conventionally treated water, mostly because <strong>of</strong> a decrease in the humic fraction.<br />
Optimized coagulation decreased the total DOC <strong>by</strong> 32 percent relative to the raw<br />
water, with substantial removal occurring in both fractions. The humic and nonhumic<br />
fractions composed 58 and 42 percent, respectively, <strong>of</strong> the total DOC <strong>of</strong> the<br />
optimized coagulated water.<br />
The right side <strong>of</strong> Figure 7.20 shows the humic and nonhumic makeup <strong>of</strong> the<br />
<strong>GAC</strong> effluent samples after optimized coagulation pretreatment. The nonadsorbable<br />
fraction <strong>of</strong> DOC was composed entirely <strong>of</strong> nonhumic organic matter, while the<br />
humic fraction was initially nearly completely removed and did not show break<br />
through until after 150 days <strong>of</strong> operation. This behavior is similar to what was<br />
presented for the conventionally pretreated water in Chapter 5. For both columns,<br />
the concentration <strong>of</strong> the nonhumic fraction in the <strong>GAC</strong> effluent gradually increased<br />
over the course <strong>of</strong> the <strong>GAC</strong> operation. The nonhumic fraction showed a steeper<br />
breakthrough behavior in the RSSCT-CT effluent than in the RSSCT-OC effluent.<br />
Table 7.6 Impact <strong>of</strong> coagulation treatment on humic-nonhumic and molecular size<br />
fractionation<br />
<strong>Water</strong><br />
source<br />
Treatment<br />
Humic<br />
Nonhumic<br />
Percent <strong>of</strong> total DOC<br />
3,000 MS<br />
ORW<br />
Raw<br />
Conventional treatment<br />
Optimized coagulation<br />
55<br />
52<br />
58<br />
45<br />
48<br />
42<br />
19<br />
28<br />
33<br />
60<br />
72<br />
60<br />
21<br />
0<br />
7<br />
SRPW<br />
Raw<br />
Conventional treatment<br />
Optimized coagulation<br />
53<br />
53<br />
65<br />
47<br />
47<br />
35<br />
20<br />
18<br />
20<br />
65<br />
76<br />
69<br />
15<br />
6<br />
11
118 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
The specific UFC-TTHM yields fortheunfractionated, humic, andnonhumic<br />
fractions <strong>of</strong> ORW are shown in Figure 7.21. Results shown are for raw water, both<br />
RSSCT-CT and RSSCT-OC influents, and RSSCT-OC effluent. The RSSCT<br />
effluent sample points (A, B, and C) correspond to those shown in Figure 7.20. As<br />
was stated previously, because <strong>of</strong> differences in the Br~:DOC ratio among different<br />
sample points, the specific UFC-TTHM yields are not comparable at different<br />
locations and times. For a given sample point, though, the results can be compared.<br />
The specific UFC-TTHM yields <strong>of</strong> the humic and nonhumic fraction <strong>of</strong> any given<br />
sample point or time were similar to each other and to the unfractionated sample.<br />
Thus, for ORW, both the humic and nonhumic fraction contributed equally as<br />
precursors to UFC-TTHM formation, and this was not affected <strong>by</strong> optimized<br />
coagulation or <strong>GAC</strong> treatment.<br />
Figure 7.22 shows the DOC results for humic-nonhumic fractionation in<br />
raw, conventionally treated, and optimized coagulated SRPW. RSSCT-OC effluent<br />
fractionation data are not presented as a result <strong>of</strong> analytical difficulties that affected<br />
all three samples. The raw SRPW DOC was 53 percent humic and 47 percent<br />
nonhumic, as shown in Table 7.6. No change in the relative composition <strong>of</strong> the<br />
SRPW was seen after conventional treatment. Optimized coagulation preferentially<br />
removed the nonhumic fraction, resulting in a 65 percent humic and 35 percent<br />
nonhumic makeup. The breakthrough behavior <strong>of</strong> the humic and nonhumic frac<br />
tions in the RSSCT-CT effluent was similar to that observed for ORW; this behavior<br />
was discussed in Chapter 5, where it was shown that the humic fraction was well<br />
adsorbed while the nonhumic fraction showed high levels <strong>of</strong> immediate break<br />
through.<br />
Molecular Size Fractionation<br />
The effect <strong>of</strong> treatment on the molecular size distribution <strong>of</strong> ORW as<br />
measured <strong>by</strong> DOC is shown in Figure 7.23. The molecular size distributions for all<br />
samples are summarized in Table 7.6. The raw sample <strong>of</strong> ORW was dominated <strong>by</strong><br />
the 500-3,000 MS fraction, with the remaining DOC approximately evenly divided<br />
between 3,000 MS fractions. With both conventional and optimized<br />
coagulation, virtually all the >3,000 MS fraction was removed. For conventional<br />
treatment, there was no removal <strong>of</strong> either the
The Impact <strong>of</strong> Optimized Coagulation 119<br />
The specific UFC-TTHM yields for ORW molecular size fractions are<br />
shown in Figure 7.24 for the raw water and RSSCT-OC influent and effluent<br />
samples. The specific yield <strong>of</strong> the
720 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Table 7.7 PY-GC-MS classification <strong>of</strong> ORW: Enhanced coagulation<br />
Percent based upon peak height<br />
Stage<br />
Aliphatic<br />
Aromatic<br />
Nitrogen<br />
containing<br />
Halogen<br />
substituted<br />
Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrouogh<br />
Advanced breakthrough<br />
34.5<br />
2.5<br />
15.6<br />
55.6<br />
51.1<br />
15.8<br />
BDL<br />
BDL<br />
0.1<br />
BDL<br />
35.9<br />
16.3<br />
0.3<br />
2.2<br />
1.9<br />
13.9<br />
66.5<br />
81<br />
37.5<br />
46.2<br />
BDL<br />
14.7<br />
3.1<br />
4.6<br />
0.9<br />
BDL = below detection limit<br />
peaks <strong>of</strong> acetaldehyde, acetic acid, formic acid, and trichlorobenzene, was very<br />
similar in general character to that observed in the case <strong>of</strong> conventional pretreatment.<br />
As shown in Table 7.8, the pyrolysis fingerprint <strong>of</strong> the enhanced coagulated<br />
SRPW, was very similar to that produced <strong>by</strong> conventional coagulation (discussed<br />
in Chapter 5). The major peak was acetic acid, with minor peaks <strong>of</strong> furfural,<br />
propanoic acid, and methyl furfural. The chemical signature <strong>of</strong> the nonadsorbable<br />
NOM was similar to that <strong>of</strong> the influent, with a predominant acetic acid fragment<br />
produced. The organic matrix <strong>of</strong> the second breakthrough point was characterized<br />
<strong>by</strong> a strong acetic acid and methyl furfural and also a number <strong>of</strong> peaks that could not<br />
be identified. The complete breakthrough sample was more similar to the raw water.<br />
This fingerprint contained strong acetic acid, methyl furfural, propanoic acid, and<br />
furfural.<br />
Summary_________________________<br />
Optimized coagulation improved <strong>GAC</strong> run times <strong>by</strong> 129 to 148 percent over<br />
conventional pretreatment for the two waters studied, as measured <strong>by</strong> breakthrough<br />
behavior <strong>of</strong> NOM surrogates and DBF formation. Although the optimized coagu<br />
lation alum doses used were high, the findings indicate the potential benefits <strong>of</strong><br />
increasing coagulant doses prior to <strong>GAC</strong> adsorption. In addition, optimized coagu<br />
lation pretreatment significantly decreased specific DBF yield in the <strong>GAC</strong> effluent.<br />
The adsorbability <strong>of</strong> the NOM fractions as measured <strong>by</strong> XAD-8 fractionation and<br />
ultrafiltration was not affected <strong>by</strong> coagulation conditions.<br />
Because pretreatment conditions did not affect NOM characteristics and<br />
adsorbability, the significant improvement in <strong>GAC</strong> performance with optimized<br />
coagulation may be attributed to lower influent concentrations and lower influent<br />
pH values. It is difficult to separate these effects in a comparison <strong>of</strong> <strong>GAC</strong><br />
performance under two coagulation conditions for these waters.<br />
For the two waters examined, optimized coagulation removed a fraction <strong>of</strong><br />
the TOC present after conventional treatment. For ORW, both humic and nonhumic<br />
fractions were affected about equally, while for SRPW the nonhumic fraction was<br />
preferentially removed. Other research has shown that the humic fraction is usually<br />
preferentially removed over the nonhumic fraction <strong>by</strong> coagulation (Semmens and<br />
Staples 1986; Collins et al. 1986; Dryfuse et al. 1995). MS fractionation studies
The Impact <strong>of</strong> Optimized Coagulation 121<br />
Table 7.8 PY-GC-MS classification <strong>of</strong> SRPW: Enhanced coagulation<br />
Percent based upon peak height<br />
Stage<br />
Aliphatic<br />
Aromatic<br />
Nitrogen<br />
containing<br />
Halogen<br />
substituted<br />
Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
57.9<br />
66.9<br />
87.1<br />
49.2<br />
59.7<br />
9.1<br />
25.3<br />
1.8<br />
6.6<br />
17.0<br />
9.2<br />
BDL<br />
5.7<br />
4.3<br />
2.6<br />
13.2<br />
BDL<br />
4.1<br />
10.4<br />
BDL<br />
10.5<br />
7.8<br />
1.2<br />
29.5<br />
20.7<br />
BDL = below detection limit<br />
showed that the 500-3,000 MS fraction was reduced after optimized coagulation for<br />
both waters, while the
722 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
2.25<br />
Conventional treatment influent<br />
Optimized coagulation influent<br />
0 Conventional treatment effluent<br />
• Optimized coagulation effluent<br />
50 100 150 200<br />
Scaled operation time (days)<br />
250 300<br />
Figure 7.1 Effect <strong>of</strong> coagulation pretreatment on TOC breakthrough for Ohio River<br />
water<br />
Conventional treatment influent 0.044<br />
Optimized coagulation influent 0.031<br />
° Conventional treatment effluent<br />
• Optimized coagulation effluent<br />
0.000<br />
100 150 200<br />
Scaled operation time (days)<br />
Figure 7.2 Effect <strong>of</strong> coagulation pretreatment on UV254 breakthrough for Ohio River<br />
water
The Impact <strong>of</strong> Optimized Coagulation 123<br />
Conventional treatment influent 86.1<br />
Optimized coagulation influent 58.8<br />
0 Conventional treatment effluent<br />
• Optimized coagulation effluent<br />
50 100 150 200<br />
250 300<br />
Scaled operation time (days)<br />
Figure 7.3 Effect <strong>of</strong> coagulation pretreatment on TTHM breakthrough for Ohio River<br />
water<br />
Conventional treatment influent 25.5<br />
Optimized coagulation influent 18.8<br />
0 Conventional treatment effluent<br />
* Optimized coagulation effluent<br />
50 100 150 200<br />
250 300<br />
Scaled operation time (days)<br />
Figure 7.4 Effect <strong>of</strong> coagulation pretreatment on HAA6 breakthrough for Ohio River<br />
water
124 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
O<br />
o><br />
120<br />
100 -<br />
80 -<br />
60<br />
.0<br />
I c 40 H<br />
8<br />
§<br />
O 20 -\<br />
TOX<br />
Conventional treatment influent<br />
Optimized coagulation influent<br />
0 Conventional treatment effluent<br />
• Optimized coagulation effluent<br />
C0 (ug CI-/L).<br />
170<br />
92<br />
50 100 150 200<br />
250 300<br />
Scaled operation time (days)<br />
Figure 7.5 Effect <strong>of</strong> coagulation pretreatment on TOX breakthrough for Ohio River<br />
water<br />
o.u -<br />
•<br />
4.5 -<br />
4.0 -<br />
.<br />
3.5 -<br />
^j<br />
°> 3.0 -<br />
I 2.5-<br />
| 2.0-<br />
0)<br />
c 1-5 -<br />
o<br />
0 1.0-<br />
0.5 -<br />
CH<br />
1 .,,.,..,. 1 .... 1 ...,,,,.,<br />
Conventional treatment influent 3.9<br />
Optimized coagulation influent 1.4<br />
0 Conventional treatment effluent<br />
• Optimized coagulation effluent<br />
C0 (M9/L) -<br />
' >> -<br />
-<br />
-<br />
-<br />
0.0 -<br />
.,., I ..,, I ,.,,,,,,.,.,,,,.,.,<br />
() 50 100 150 200 250 31DO<br />
Scaled operation time (days)<br />
Figure 7.6 Effect <strong>of</strong> coagulation pretreatment on CH breakthrough for Ohio River water
The Impact <strong>of</strong> Optimized Coagulation 125<br />
2.25<br />
2.00 -<br />
1.75 -<br />
1.50 -<br />
TOC<br />
Conventional treatment influent<br />
Optimized coagulation influent<br />
Conventional treatment effluent<br />
Optimized coagulation effluent<br />
C0 (mg/L)<br />
2.2<br />
1.7<br />
50 100 150 200<br />
250 300<br />
Scaled operation time (days)<br />
Figure 7.7 Effect <strong>of</strong> coagulation pretreatment on TOC breakthrough for Salt River<br />
Project water<br />
Conventional treatment influent 0.047<br />
Optimized coagulation influent 0.028<br />
Conventional treatment effluent<br />
Optimized coagulation effluent<br />
0.000<br />
50 100 150 200<br />
Scaled operation time (days)<br />
250 300<br />
Figure 7.8 Effect <strong>of</strong> coagulation pretreatment on UV254 breakthrough for Salt River<br />
Project water
126 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
90<br />
80<br />
70<br />
60<br />
TTHM C0 (ug/L)<br />
Conventional treatment influent 71.5<br />
Optimized coagulation influent 45.8<br />
Conventional treatment effluent<br />
Optimized coagulation effluent<br />
50<br />
*•/<br />
I<br />
0)<br />
o<br />
§O<br />
40<br />
30<br />
20<br />
10<br />
0<br />
100 150 200<br />
Scaled operation time (days)<br />
250 300<br />
Figure 7.9 Effect <strong>of</strong> coagulation pretreatment on TTHM breakthrough for Salt River<br />
Project water<br />
25<br />
20 -<br />
15 -<br />
HAA8<br />
CQ (ug/p<br />
Conventional treatment influent 28.3<br />
Optimized coagulation influent 16.7<br />
° Conventional treatment effluent<br />
* Optimized coagulation effluent<br />
I<br />
10 -<br />
o<br />
O<br />
—i—<br />
50<br />
100 150 200<br />
Scaled operation time (days)<br />
250 300<br />
Figure 7.10 Effect <strong>of</strong> coagulation pretreatment on HAA6 breakthrough for Salt River<br />
Project water
The Impact <strong>of</strong> Optimized Coagulation 127<br />
140<br />
120 -<br />
100-<br />
TOX<br />
Conventional treatment influent<br />
Optimized coagulation influent<br />
° Conventional treatment effluent<br />
* Optimized coagulation effluent<br />
C0 (ug CI-/L)<br />
170<br />
130<br />
50 100 150 200<br />
250 300<br />
Scaled operation time (days)<br />
Figure 7.11 Effect <strong>of</strong> coagulation pretreatment on TOX breakthrough for Salt River<br />
Project water<br />
5.0<br />
4.5 -<br />
4.0 -<br />
3.5 -<br />
g> 3.0 -<br />
CH C0 (ug/L)<br />
Conventional treatment influent 4.1<br />
Optimized coagulation influent 2.6<br />
0 Conventional treatment effluent<br />
• Optimized coagulation effluent<br />
C •) r I<br />
o t.O<br />
£ 2.0 H<br />
8 15 ,<br />
C '-5 n<br />
O<br />
0 1.0 H<br />
50 100 150 200<br />
250 300<br />
Scaled operation time (days)<br />
Figure 7.12 Effect <strong>of</strong> coagulation pretreatment on CH breakthrough for Salt River<br />
Project water
128 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
100<br />
s<br />
o<br />
I 8<br />
The Impact <strong>of</strong> Optimized Coagulation 129<br />
O)<br />
20<br />
16 -<br />
HAA6<br />
00=1.3<br />
a, = 11.5<br />
Pi » 7.3<br />
i——'——i——>——i——'——i———"~<br />
—e-- Conventional treatment (OQ, a,)<br />
—•—Optimized coagulation ((30 , p,)<br />
8<br />
, 8H<br />
4 -<br />
0.0 0.2 0.4 0.6 0.8 1.0 1.2<br />
1.4<br />
TOC concentration (mg/L)<br />
Figure 7.15 Effect <strong>of</strong> coagulation pretreatment on the relationship between TOC and<br />
HAA6 formation during <strong>GAC</strong> breakthrough for Ohio River water<br />
iuu -<br />
~ 8° "<br />
3"<br />
b<br />
I 60-<br />
?<br />
* 1 ' 1 ' 1 ' 1 • 1 ' 1 '<br />
TOX o Conventional treatment (a0 , a.,) .<br />
• Optimized coagulation (p0, p,)<br />
a0 = -24.9<br />
o<br />
a, = 90.8<br />
0^31.0 °<br />
•<br />
| 4°o<br />
O 20 -<br />
• o<br />
• *<br />
n -<br />
• o<br />
0<br />
0.0 0.2 0.4 0.6 0.8 1.0<br />
1.2 1.4<br />
TOC concentration (mg/L)<br />
Figure 7.16 Effect <strong>of</strong> coagulation pretreatment on the relationship between TOC and<br />
TOX formation during <strong>GAC</strong> breakthrough for Ohio River water
130 <strong>Removal</strong> <strong>of</strong><strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
50 - ——— i ——— | ——— i ——— i ——— > ——— i —— i ——— i — • — i • i<br />
1<br />
I<br />
§<br />
3<br />
40 -<br />
30 -<br />
20 -<br />
10 -<br />
TTHM o Conventional treatment (OQ, a,) .<br />
• Optimized coagulation (P0, p,)<br />
oto = P 0 = -3.05<br />
a, = 31.9 °<br />
P, = 24.6 °<br />
0 •<br />
0 »<br />
o<br />
0 •<br />
•<br />
n -<br />
0.0 0.2 0.4 0.6 0.8 1.0<br />
TOC concentration (mg/L)<br />
1.2 1.4<br />
Figure 7.17 Effect <strong>of</strong> coagulation pretreatment on the relationship beween TOC and<br />
TTHM formation during <strong>GAC</strong> breakthrough for Salt River Project water<br />
«u<br />
15 -<br />
s<br />
?<br />
| 10-<br />
c<br />
8 co<br />
o 5-<br />
HAA6 o Conventional treatment (OQ, a,)<br />
• Optimized coagulation (P0, p,)<br />
OQ = p0 = 1 .2<br />
a, = 8.7<br />
P, = 6-9 ° .<br />
o<br />
m •<br />
o<br />
QQ ^^^<br />
o •<br />
0 0<br />
•<br />
•<br />
-<br />
n -<br />
0.0 0.2 0.4 0.6 0.8 1.0<br />
1.2 1.4<br />
TOC concentration (mg/L)<br />
Figure 7.18 Effect <strong>of</strong> coagulation pretreatment on the relationship between TOC and<br />
HAA6 formation during <strong>GAC</strong> breakthrough for Salt River Project water
The Impact <strong>of</strong> Optimized Coagulation 131<br />
100 -<br />
o Conventional treatment (OQ, a.,)<br />
• Optimized coagulation (P0 , p,)<br />
o<br />
at<br />
80 -<br />
Og = Po = -0.6<br />
a, = p, = 56.9<br />
o 60<br />
|<br />
| 40<br />
o<br />
O<br />
20 -J<br />
0.0 0.2 0.4 0.6 0.8 1.0 1.2<br />
TOC concentration (mg/L)<br />
1.4<br />
Figure 7.19 Effect <strong>of</strong> coagulation pretreatment on the relationship between TOC and<br />
TOX formation during <strong>GAC</strong> breakthrough for Salt River Project water<br />
Raw Conventional Optimized 0 50 100 150 200 250<br />
treatment coagulation<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 7.20 Effect <strong>of</strong> coagulation pretreatment on humic and nonhumic fraction<br />
breakthrough for Ohio River water
132 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
Raw Conventional Optimized<br />
treatment coagulation<br />
(<strong>GAC</strong> influent)<br />
<strong>GAC</strong> effluent samples<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. NA = not analyzed<br />
Figure 7.21 Effect <strong>of</strong> coagulation pretreatment on the specific UFC-TTHM yields <strong>of</strong><br />
humic-nonhumic fractions for Ohio River water<br />
2.5<br />
1 • i • ' ' ' i ' ' > ' i ' •<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
Raw Conventional Optimized 0<br />
treatment coagulation<br />
50 100 150 200 250 300<br />
Scaled operation time (days)<br />
Note: Effluent sample fractionation not performed.<br />
Figure 7.22 Effect <strong>of</strong> coagulation pretreatment on humic and nonhumic fraction<br />
breakthrough for Salt River Project water
The Impact <strong>of</strong> Optimized Coagulation 133<br />
en<br />
2.5<br />
Unfractionated<br />
3000 MS fraction<br />
1.5 -<br />
8<br />
1.0 H<br />
0.5 -<br />
0.0<br />
Raw Conventional Optimized Q<br />
• treatment coagulation<br />
100 150 200 250<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 7.23 Effect <strong>of</strong> coagulation pretreatment on molecular size fraction breakthrough<br />
for Ohio River water<br />
o><br />
100<br />
80 -<br />
452<br />
IHH Unfractionated<br />
< 500 MS fraction<br />
I I < 3000 MS fraction<br />
t<br />
o><br />
2 40 -<br />
o<br />
60-<br />
20-<br />
Bf:DOC 257<br />
(ng/mg)<br />
427<br />
Raw Conventional Optimized A<br />
treatment coagulation _._ „ . .<br />
(<strong>GAC</strong> influent) <strong>GAC</strong> effluent samples<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 7.24 Effect <strong>of</strong> coagulation pretreatment on the specific UFC-TTHM yields <strong>of</strong><br />
molecular size fractions for Ohio River water
134 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
2.5<br />
~ 2.0-<br />
Unfractionated<br />
3000 MS fraction<br />
1.5 -<br />
O<br />
0.5 -<br />
0.0<br />
Raw Conventional Optimized 0<br />
treatment coagulation<br />
50 100 150 200 250 300<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 7.25 Effect <strong>of</strong> coagulation pretreatment on molecular size fraction breakthrough<br />
for Salt River Project water<br />
Unfractionated<br />
__ < 500 MS fraction<br />
I I < 3000 MS fraction<br />
Raw Conventional Optimized<br />
treatment coagulation<br />
(<strong>GAC</strong> influent)<br />
A B<br />
<strong>GAC</strong> effluent samples<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points.<br />
Figure 7.26 Effect <strong>of</strong> coagulation pretreatment on the specific UFC-TTHM yields <strong>of</strong><br />
molecular size fractions for Salt River Project water
Chapter 8___________<br />
The Impact <strong>of</strong> Ozonation and<br />
Biological Filtration on NOM<br />
<strong>Removal</strong> and DBF Control <strong>by</strong> GAG<br />
The adsorption capacity <strong>of</strong> <strong>GAC</strong> is affected <strong>by</strong> the influent concentration<br />
and chemical nature <strong>of</strong> the water being treated. For natural waters, in general, lower<br />
initial concentrations yield longer <strong>GAC</strong> adsorption capacities and therefore longer<br />
run times to a given effluent concentration. Changes in composition jand organic<br />
matter structure, however, can also affect adsorption capacity.<br />
One <strong>GAC</strong> pretreatment option that may potentially improve adsorption<br />
behavior is ozonation with biological filtration. Ozonation <strong>of</strong> the NOM causes a<br />
shift to lower-molecular-weight compounds that have lower UV absorbance and are<br />
more easily biodegradable. Microorganisms attached to biologically active filters<br />
can then utilize some <strong>of</strong> these biodegradable compounds, reducing the overall NOM<br />
concentration as well as biostabilizing the water. Typically, the adsorbability <strong>of</strong><br />
NOM decreases with ozonation because <strong>of</strong> the creation <strong>of</strong> more polar, hydrophilic<br />
compounds. Sontheimer et al. (1988) showed that biological filtration can compen<br />
sate for the negative effect <strong>of</strong> ozonation on adsorption <strong>by</strong> removing these weakly<br />
adsorbing compounds. Summers and Crittenden (1989) showed that ozonation and<br />
biological filtration reduced the organic concentration in filtered ORW and in<br />
creased the run time <strong>of</strong> a <strong>GAC</strong> contactor. The amount <strong>of</strong> reduction in NOM resulting<br />
from ozonation and biological filtration is a function <strong>of</strong> the ozone dose and the water<br />
being treated. Miltner and Summers (1992) reported a 20 to 40 percent TOC<br />
removal for ORW after ozonation and biological filtration, while Joselyn and<br />
Summers (1992) reported only a 15 percent TOC removal in settled ORW.<br />
Metz et al. (1993) compared <strong>GAC</strong> performance <strong>of</strong> ozonated, biologically<br />
filtered, ozonated and biologically filtered, and conventionally treated ORW. The<br />
case <strong>of</strong> ozonated and biologically filtered water produced the lowest DBF yields<br />
after <strong>GAC</strong> treatment for a given run time.<br />
Objectives and Approach________________<br />
The objective <strong>of</strong> the work presented in this chapter was to evaluate the<br />
impact <strong>of</strong> ozonation and subsequent biological filtration on NOM removal and DBF<br />
control <strong>by</strong> <strong>GAC</strong>. Conventionally treated water was ozonated and passed through an<br />
acclimated bi<strong>of</strong>ilter before being treated <strong>by</strong> <strong>GAC</strong>, as discussed in Chapter 2. <strong>GAC</strong><br />
135
136 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
performance was monitored in terms <strong>of</strong> TOC and UV,54 , and DBF removal was<br />
assessed in terms <strong>of</strong> UFC-TOX, -TTHM, -HAA6, and -CH. The impact <strong>of</strong> ozonation<br />
and biological filtration on NOM characteristics was investigated in terms <strong>of</strong> the<br />
effects on humic and nonhumic composition, molecular size fractions, biodegradability,<br />
and PY-GC-MS results.<br />
Experimental Conditions________________<br />
The impact <strong>of</strong> ozonation and biological filtration as pretreatment before<br />
<strong>GAC</strong> was investigated for ORW, PRW, and FGW. Conventionally treated water<br />
was passed through a bench-scale ozonation system with a contact time <strong>of</strong> 7 minutes.<br />
Details <strong>of</strong> the system are presented in Chapter 2. Table 8.1 summarizes the<br />
experimental conditions for all three waters. The ozone dose reported is the ratio <strong>of</strong><br />
transferred ozone to DOC in mg/mg. The BDOC after ozonation was approximately<br />
10 percent <strong>of</strong> the TOC for both PRW and FGW, and it was 20 percent <strong>of</strong> the TOC<br />
for ORW.<br />
After ozonation the water was passed through a biologically active sand<br />
filter. The sand filter was designed to remove the quickly biodegradable fraction and<br />
had an EBCT <strong>of</strong> 5 minutes. The biologically active sand was acclimated with the<br />
water to be treated prior to the run, as discussed in Chapter 2. The TOC removals<br />
after biological filtration were 33, 26, and 17 percent for ORW, FGW, and PRW,<br />
respectively. After biological filtration, the water was filtered through a 1-um<br />
cartridge and treated <strong>by</strong> <strong>GAC</strong>.<br />
Impact <strong>of</strong> Pretreatment on <strong>GAC</strong> Breakthrough<br />
Behavior: Results and Discussion___________<br />
The impact <strong>of</strong> ozonation and biological filtration on <strong>GAC</strong> breakthrough<br />
behavior was compared for ORW, PRW, and FGW. Table 8.2 summarizes the effect<br />
<strong>of</strong> ozonation and biological filtration on <strong>GAC</strong> influent. The <strong>GAC</strong> influent TOC<br />
concentrations were not significantly affected <strong>by</strong> ozonation alone. After biological<br />
filtration, however, they decreased 17 to 33 percent. The breakthrough behavior was<br />
compared using the concentration <strong>of</strong> immediate breakthrough, C imm , and the time<br />
to initial breakthrough, tint, as well as run times to the effluent criteria described in<br />
Chapter 6. The terms Cimm and tint represent the nonadsorbable concentration and<br />
the time at which the adsorbable fraction begins to break through, respectively.<br />
Table 8.3 summarizes the comparisons between Cimm , tjnt , and run times to effluent<br />
criteria for all three waters. The results for CH are not reported because concentra<br />
tions were <strong>of</strong>ten at or below the detection limit.<br />
Figure 8.1 shows the impact <strong>of</strong> ozonation and biological filtration on<br />
normalized TOC breakthrough for ORW. Because the influent concentrations were<br />
different, the normalized concentration was used to facilitate comparisons <strong>of</strong><br />
breakthrough behavior. Ozonaticn and biological filtration reduced the influent<br />
TOC concentration from 2.1 to 1.4 mg/L. Based on the lower influent concentration,<br />
the column treating the ozonated and biologically filtered water would be expected<br />
to break through later. However, for ORW the ozonated and biologically filtered<br />
water initially broke through more quickly. After 40 percent breakthrough, both
The Impact <strong>of</strong> Ozonation and Biological Filtration 137<br />
Table 8.1 Summary <strong>of</strong> experimental conditions for ozonation and biological filtration<br />
<strong>Water</strong><br />
After<br />
conventional<br />
TOC<br />
(mg/L)<br />
UV254<br />
(1/cm)<br />
Ozone dose<br />
(mg Cymg TOC)<br />
TOC<br />
(mg/L)<br />
After<br />
ozonation<br />
uv 254<br />
(1/cm)<br />
BDOC<br />
(mg/L)<br />
TOC<br />
(mg/L)<br />
After<br />
biological filtration<br />
UV254<br />
(1/cm)<br />
BDOC<br />
(mg/L)<br />
ORW.<br />
PRW<br />
FGW<br />
2.1<br />
3.0<br />
10.0<br />
0.048<br />
0.076<br />
0.29<br />
1.04<br />
1.58<br />
1.03<br />
2.0<br />
2.8<br />
9.8<br />
0.015<br />
0.041<br />
0.11<br />
0.4<br />
0.3<br />
0.8<br />
1.4<br />
2.5<br />
7.4<br />
0.016<br />
0.038<br />
0.10<br />
BDL<br />
BDL<br />
BDL<br />
BDL = below detection limit<br />
Table 8.2 Summary <strong>of</strong> <strong>GAC</strong> influent characteristics after ozonation and biological<br />
filtration<br />
TOC<br />
(mg/L)<br />
UV254<br />
(1/cm)<br />
TOX<br />
(M9 CL-/L)<br />
TTHM<br />
(H9/L)<br />
HAA6<br />
(P9/L)<br />
CH<br />
(M9/L)<br />
<strong>Water</strong><br />
Conv.<br />
Oj/bio<br />
Conv.<br />
O3/bio<br />
Conv.<br />
Oj/bio<br />
Conv.<br />
03/bio<br />
Conv.<br />
O^bio<br />
Conv.<br />
O3/bio<br />
ORW<br />
PRW<br />
FGW<br />
2.1<br />
3.0<br />
10.0<br />
1.4<br />
2.5<br />
7.4<br />
0.048<br />
0.076<br />
0.29<br />
0.016<br />
0.038<br />
0.10<br />
170<br />
277<br />
1,046<br />
56<br />
135<br />
645<br />
86<br />
73<br />
238<br />
38<br />
57<br />
205<br />
26<br />
70<br />
142<br />
13<br />
31<br />
102<br />
3.9<br />
15<br />
7.8<br />
0.5<br />
11<br />
9.5<br />
Conv. = conventional treatment<br />
O 3/bio = ozonation and biological filtration<br />
columns performed similarly. This behavior indicates that after ozonation and<br />
biological filtration, a higher percentage <strong>of</strong> the TOC was composed <strong>of</strong> more polar<br />
and less adsorbable compounds, which were created during ozonation but were not<br />
removed <strong>by</strong> biological filtration.<br />
Figure 8.2 compares the absolute effluent TOC concentrations from the<br />
columns treating conventionally treated ORW and ozonated and biologically<br />
filtered ORW. The effluent TOC concentrations <strong>of</strong> both columns were similar up<br />
to 60 scaled operation days, after which the column treating the ozonated and<br />
biologically filtered water performed better. The run time to an effluent TOC<br />
criterion <strong>of</strong> 0.8 mg/L was increased from 80 to 105 days <strong>by</strong> pretreatment. As<br />
indicated in Table 8.3, the nonadsorbable TOC concentration remained the same,<br />
but as a fraction <strong>of</strong> total TOC it increased from 9.8 to 14 percent. The time to initial<br />
breakthrough was reduced from 45 to 35 days. Figure 8.3 shows the breakthrough<br />
behavior <strong>of</strong> UV254 . The nonadsorbable fraction was lower for the ozonated and<br />
biologically filtered water. Between 30 and 90 scaled operation days, both columns<br />
behaved similarly. After 90 days, the column treating ozonated and biologically<br />
filtered water performed better. The tint decreased from 50 to 10 days for UV254 . It<br />
is recognized, however, that comparisons between conventional treatment and<br />
ozonation with biological filtration are complicated <strong>by</strong> ozonation's destruction <strong>of</strong><br />
a water's capacity for adsorbing UV light at 254 nm.
120<br />
62<br />
65<br />
90<br />
95<br />
115<br />
9<br />
7.5<br />
1<br />
10<br />
9<br />
5<br />
30<br />
15<br />
112<br />
40<br />
49<br />
48<br />
105<br />
>150<br />
17<br />
13<br />
12<br />
6<br />
27<br />
15<br />
>40<br />
21<br />
31<br />
>20<br />
>25<br />
>70<br />
—<br />
-67<br />
-35<br />
-25<br />
-47<br />
11<br />
>30<br />
89<br />
73<br />
1,100<br />
-40<br />
200<br />
200<br />
>100<br />
40<br />
~<br />
i ciuie o.«a ouuiiinai y ui in ipai*i wi u'^wiiauwn anu uivsiwyivai mil auuii uu vmo pel i ui mam<br />
<strong>Water</strong> Parameter<br />
ORW TOC<br />
• uv254<br />
TOX<br />
TTHM<br />
HAA6<br />
Units<br />
mg/L<br />
1/cm<br />
M9 CI-/L<br />
Mg/L<br />
Mg/L<br />
Cone.<br />
0.2<br />
0.003<br />
3<br />
4<br />
5<br />
Immediate breakthrough<br />
concentration, C lmm<br />
Conv.<br />
%lnf<br />
9.8<br />
6.8<br />
3.5<br />
15<br />
2.9<br />
Cone.<br />
0.2<br />
BDL<br />
10<br />
4<br />
5<br />
Cybio<br />
%lnf<br />
14<br />
—<br />
18<br />
11<br />
39<br />
Conv.<br />
(days)<br />
45<br />
50<br />
45<br />
30<br />
50<br />
Time to initial<br />
breakthrough, t<br />
O-/bio<br />
(days)<br />
35<br />
10<br />
85<br />
—<br />
—<br />
•Int<br />
Change<br />
-22<br />
-80<br />
89<br />
—<br />
— .<br />
rC<br />
Criterion<br />
0.8<br />
0.01<br />
70<br />
32<br />
24<br />
Run time based on<br />
established criterion<br />
Conv.<br />
(days)<br />
80<br />
125<br />
120<br />
88<br />
>150<br />
O3/bio Change<br />
(days) (%)<br />
105<br />
>150<br />
>150<br />
>150<br />
>150<br />
Oo<br />
<strong>of</strong><strong>DBP</strong> <strong>Removal</strong><br />
"0<br />
s<br />
3o<br />
•i"<br />
d<br />
0<br />
1 o<br />
•3<br />
PRW TOC<br />
UV254<br />
TOX<br />
TTHM<br />
HAA6<br />
mg/L<br />
1/cm<br />
Mg CI-/L<br />
Mg/L<br />
Mg/L<br />
0.2<br />
0.003<br />
10<br />
5<br />
7.5<br />
6.7<br />
3.5<br />
3.6<br />
6.8<br />
11<br />
0.3<br />
0.005<br />
10<br />
5<br />
7.5<br />
12<br />
13<br />
7.4<br />
8.8<br />
24<br />
50<br />
45<br />
55<br />
55<br />
75<br />
20<br />
20<br />
40<br />
20<br />
20<br />
-60<br />
-56<br />
-27<br />
-64<br />
-73<br />
1.6<br />
0.8<br />
0.01<br />
70<br />
32<br />
24<br />
FGW TOC<br />
UV254<br />
TOX<br />
TTHM<br />
HAA6<br />
mg/L<br />
1/cm<br />
Mg CI-/L<br />
Mg/L<br />
Mg/L<br />
0.6<br />
0.01<br />
25<br />
The Impact <strong>of</strong>Ozonation and Biological Filtration 139<br />
Figures 8.4,8.5, and 8.6 compare the breakthrough behavior <strong>of</strong> UFC-TOX,<br />
-TTHM, and -HAA6 for ORW. The effluent concentrations in both columns were<br />
similar initially for all three DBFs; however, the ozonated and biologically filtered<br />
column performed significantly better than the column to which conventionally<br />
treated water was applied. The nonadsorbable concentration <strong>of</strong> TTHM and HAA6<br />
precursors remained the same, while that for TOX precursors increased from 3 to<br />
10 ug/L after ozonation and biological filtration. The time to initial breakthrough<br />
increased for TOX precursors, decreased for TTHM precursors, and remained the<br />
same for HAA6 precursors. The effluent concentrations <strong>of</strong> the column treating<br />
ozonated and biologically filtered water did not reach the effluent criteria used in<br />
this study; in fact, they had not reached 50 percent <strong>of</strong> the effluent criteria after 150<br />
days.<br />
Figure 8.7 compares normalized TOC breakthrough behavior for PRW.<br />
Ozonation and biological filtration resulted in a reduction <strong>of</strong> influent TOC from 3.0<br />
to 2.5 mg/L. TOC in the column treating ozonated and biologically filtered water<br />
broke through more rapidly than in the column treating conventionally treated<br />
water. Although the influent TOC concentration was decreased, ozonation and<br />
biological filtration affected the nature <strong>of</strong> the NOM, which could have resulted in<br />
earlier breakthrough. After approximately 65 percent breakthrough, the normalized<br />
effluents from both columns were similar. Figure 8.8 compares the effluent TOC<br />
concentrations on an absolute basis. The column treating ozonated and biologically<br />
filtered water broke through earlier. However, after 80 scaled operation days, the<br />
columns showed similar behavior. The TOC tint decreased from 50 to 20 days as a<br />
result <strong>of</strong> ozonation and biological filtration. The nonadsorbable concentration<br />
increased <strong>by</strong> 50 percent with ozonation and biological filtration. As with ORW, this<br />
adsorption behavior indicates that ozonation created polar, less adsorbable com<br />
pounds that were not entirely removed <strong>by</strong> biological filtration. These compounds<br />
led to earlier breakthrough. The run time to an effluent TOC criterion <strong>of</strong> 1.6 mg/L<br />
decreased from 120 to 112 scaled operation days with ozonation and biological<br />
filtration. The run time to aTOC criterion <strong>of</strong> 0.8 mg/L decreased from 62 to 50 scaled<br />
operation days. The UV254 results for PRW effluent are shown in Figure 8.9. The<br />
column treating ozonated and biologically filtered water broke through earlier.<br />
However, after 70 scaled operation days, the performance <strong>of</strong> this column was better<br />
than the column representing conventional treatment. The run time to an effluent<br />
criterion <strong>of</strong> 0.01/cm decreased from 65 to 49 scaled operation days, although this<br />
was likely significantly affected <strong>by</strong> the destruction <strong>of</strong> UV-absorbing compounds<br />
during ozonation prior to <strong>GAC</strong> treatment.<br />
The impact <strong>of</strong> ozonation and biological filtration on DBF control for PRW<br />
is shown in Figures 8.10, 8.11, and 8.12 for UFC-TOX, -TTHM and -HAA6,<br />
respectively. The behavior <strong>of</strong> the three formed DBFs was similar to that <strong>of</strong> UV254 .<br />
The column treating ozonated biologically filtered water initially broke through<br />
earlier than the column treating conventionally treated water, but after 80 to 100<br />
days the column treating ozonated and biologically filtered water showed better<br />
DBF removal. The nonadsorbable concentrations <strong>of</strong> TOX, TTHM, and HAA6<br />
precursors remained the same after ozonation and biological filtration but increased<br />
as a fraction <strong>of</strong> the total influent concentration. The run time for an effluent TOX<br />
criterion <strong>of</strong> 70 ug C1~/L decreased from 90 to 4.8 scaled operation days; the run time<br />
for a TTHM effluent criterion <strong>of</strong> 32 ug/L increased from 95 to 105 scaled operation<br />
days, and that for HAA6 increased from 115 to > 150 scaled operation days.
140 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Figure 8.13 shows the impact <strong>of</strong> ozonation and biological filtration on<br />
normalized TOC breakthrough for FGW. The influent <strong>GAC</strong> concentration de<br />
creased from 10.0 to 7.4 mg/L after pretreatment, and the performance <strong>of</strong> the column<br />
treating ozonated and biologically filtered water was better than that <strong>of</strong> the column<br />
representing conventional treatment. The same impact is shown in Figure 8.14,<br />
which compares the effluent TOC concentrations. The nonadsorbable TOC concen<br />
tration after ozonation and biological filtration decreased and the tint doubled. The<br />
run time to an effluent TOC concentration <strong>of</strong> 1.6 mg/L increased from 9 to 17 scaled<br />
operation days. The run time to an effluent TOC concentration <strong>of</strong> 0.8 mg/L<br />
increased from 7.5 to 13 scaled operation days. The results for UV254 breakthrough<br />
in Figure 8.15 were similar to TOC results. The column treating ozonated and<br />
biologically filtered water lowered UV254 very well. The nonadsorbable matter<br />
measured <strong>by</strong> UV254 decreased <strong>by</strong> 50 percent.<br />
For FGW, ozonation and biological filtration prior to <strong>GAC</strong> resulted in<br />
better removal <strong>of</strong> TOX, TTHM, and HAA6 precursors <strong>by</strong> <strong>GAC</strong>, as shown in Figures<br />
8.16, 8.17, and 8.18, respectively. The nonadsorbable concentrations increased for<br />
TOX and HAA6 precursors. The run times to the given effluent criteria for TTHM<br />
and HAA6 increased as a result <strong>of</strong> ozonation and biological filtration <strong>by</strong> 300 and 40<br />
percent, respectively, while that for TOX decreased <strong>by</strong> 40 percent. For FGW, the<br />
TOX effluent criterion is very low compared to the influent TOX concentration.<br />
Also, fewer data points were taken for TOX than for the other formed DBFs.<br />
Effect <strong>of</strong> Ozonation and Biological Filtration on<br />
Specific DBF Yield <strong>of</strong> <strong>GAC</strong>________________<br />
The results from the preceding section indicate that the effect <strong>of</strong> using<br />
ozonation and biological filtration as <strong>GAC</strong> pretreatment may be dependent on the<br />
water source. It is difficult to directly compare the <strong>GAC</strong> control <strong>of</strong> DBF formation<br />
in ozonated and biologically filtered water to that in conventionally treated water<br />
because the influent concentrations were different. To facilitate the comparison,<br />
DBF formation can be plotted as a function <strong>of</strong> TOC concentration. As discussed in<br />
Chapter 7, this method allows the DBF formations to be compared at the same TOC<br />
values.<br />
The plots <strong>of</strong> DBF formation versus TOC tended to be highly linear. A bestfit<br />
curve was applied to the DBFs formed and TOC concentration data <strong>of</strong> both<br />
columns. The slope and the y-axis intercept <strong>of</strong> the curves from the ozonated and<br />
biologically filtered water and conventionally treated water were compared using<br />
regression analysis with categorical variables. The method for comparison was<br />
discussed in detail in Chapter 7. The four parameters, a0 , a,, 80, and 6,, were<br />
estimated and used to compare the specific yields for the two treatments. The t-test<br />
was used to determine whether the parameters were significantly different than<br />
zero. The results were categorized into five possible outcomes— types 1, 1 modi<br />
fied, 2, 3, and 4—as discussed in Chapter 7 (see Figure 7.14, p. 128).<br />
Figure 8.19 shows the effect <strong>of</strong> biotreatment <strong>of</strong> ORW on TOX formation.<br />
These results were classified as type 3 behavior. The intercepts <strong>of</strong> the two curves<br />
were the same while the slopes were different. Ozonation and biological filtration<br />
decreased the TOX formed at a given TOC. The slope represents the specific DBF<br />
yield. The results for specific TOX, TTHM, and HAA6 yields for ORW, PRW, and
The Impact <strong>of</strong> Ozonation and Biological Filtration 141<br />
Table 8.4 Summary <strong>of</strong> the effect <strong>of</strong> ozonation and biotreatment on the relationship<br />
between TOC and DBF formation<br />
Slope Y-axis intercept<br />
<strong>Water</strong><br />
Conventional O3/bio Conventional Oj/bio<br />
treatment, filtered, treatment, filtered,<br />
Parameter a, I3n<br />
«0 B 0<br />
F<br />
F*<br />
Behavior<br />
Type<br />
ORW<br />
TOX<br />
TTHM<br />
HAA6<br />
86<br />
59<br />
11<br />
><br />
><br />
><br />
22<br />
19<br />
5.5<br />
1.0<br />
-15<br />
2.0<br />
1.0<br />
< -2.0<br />
2.0<br />
2.44<br />
*<br />
3.91<br />
5.99<br />
1c<br />
4.60<br />
3<br />
1 modified<br />
3<br />
PRW<br />
TOX<br />
TTHM<br />
HAA6<br />
67<br />
35<br />
18<br />
><br />
><br />
><br />
55<br />
28<br />
9.3<br />
-11<br />
-11<br />
-1.8<br />
. = -11<br />
= -11<br />
< 2.1<br />
0.43<br />
0.07<br />
*<br />
4.49<br />
4.49<br />
*<br />
3<br />
3<br />
1 modified<br />
FGW<br />
TOX<br />
TTHM<br />
HAA6<br />
80<br />
19<br />
10<br />
><br />
><br />
><br />
22<br />
12<br />
3.1<br />
-1.0<br />
12<br />
-7.0<br />
= -1.0<br />
= 12<br />
< 9.6<br />
*<br />
0.37<br />
*<br />
•<br />
4.67<br />
*<br />
3<br />
3<br />
1 modified<br />
* Full model was not simplified.<br />
FGW are summarized in Table 8.4. The comparisons between F and the critical F<br />
value, F*, are also summarized in Table 8.4. Figures 8.20 and 8.21 show the TTHM<br />
and HAA6 results, respectively. TTHM results showed type 1 behavior; the slopes<br />
and intercepts <strong>of</strong> the two curves were different. HAA6 results showed type 3<br />
behavior, indicating that after ozone and biological pretreatment the DBF formation<br />
was lower for a given TOC concentration above 0.4 mg/L. In addition, the increase<br />
in specific DBF yield for a given increase in TOC was less for the ozonated and<br />
biologically filtered water than for the conventionally treated water.<br />
The PRW results for TOX and TTHM formation indicate Type 3 behavior<br />
and are shown in Figures 8.22 and 8.23, respectively. The HAA6 results for PRW,<br />
shown in Figure 8.24, show modified type 1 behavior, i.e., the two curves intersect.<br />
Thus, at aTOC concentration below 0.5 mg/L, the H AA6 formation for the ozonated<br />
and biologically filtered water could be higher than for the conventionally treated<br />
water; however, there were no data in this range. .<br />
The results for TOX, TTHM, and HAA6 formation for FGW are shown in<br />
Figures 8.25,8.26, and 8.27, respectively. Similar to the results for PRW, the TOX<br />
and TTHM results showed type 3 behavior. The TTHM results <strong>of</strong> the ozonated and<br />
biologically filtered water in Figure 8.26 showed a lot <strong>of</strong> scatter, though, making it<br />
very difficult to classify the data. For a given TOC concentration, however, the<br />
specific yield was lower after ozonation and biological filtration. The HAA6<br />
formation data shown in Figure 8.27 exhibits modified type 1 behavior, again with<br />
a lot <strong>of</strong> scatter in the ozonated and biologically filtered data.<br />
In all cases, ozonation and biological filtration decreased the DBF forma<br />
tion for a given TOC concentration. Thus, the specific DBF yields were lower. Also,<br />
for a given increase in TOC concentration, the corresponding increase in specific<br />
DBF yield was lower after ozonation and biological filtration than for conventional
742 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
treatment. For all nine cases, the slopes <strong>of</strong> the two curves were significantly<br />
different, while the intercepts were significantly different in only three <strong>of</strong> the nine<br />
cases. Therefore, ozonation and biological filtration followed <strong>by</strong> <strong>GAC</strong> seemed to<br />
preferentially remove DBF precursors as compared to <strong>GAC</strong> alone.<br />
Impact <strong>of</strong> Ozonation and Biological Filtration<br />
on NOM Fraction Characteristics After <strong>GAC</strong>______<br />
<strong>GAC</strong> influent and three effluent samples were fractionated into humic and<br />
nonhumic components and molecular weight components as described in Chapter<br />
5. Three effluent samples were collected to represent the nonadsorbable fraction,<br />
intermediate breakthrough, and advanced breakthrough, as shown in Figure 5.10<br />
(p. 67). The fractions were characterized in terms <strong>of</strong> TOC and UV254 , and the DBF<br />
formation was assessed <strong>by</strong> TTHM formation under UFC at constant Br~:DOC<br />
ratios. The fractionation results for the raw and conventionally treated water were<br />
discussed in detail in Chapter 5.<br />
Humic-Nonhumic Fractionation<br />
Figure 8.28 shows the humic and nonhumic fractionation results for ORW.<br />
The bar graph region shows the raw water, the conventionally treated <strong>GAC</strong> influent,<br />
and the ozonated and biologically filtered <strong>GAC</strong> influent. The line graph region<br />
shows DOC composition in the <strong>GAC</strong> effluent from the column treating ozonated<br />
and biologically filtered water. Table 8.5 summarizes the DOC composition <strong>of</strong> the<br />
raw water and influent to the <strong>GAC</strong> columns. Conventional treatment <strong>of</strong> ORW<br />
reduced the DOC slightly, mainly as a result <strong>of</strong> a decrease in the humic fraction.<br />
Ozonation and biological filtration decreased the TOC <strong>by</strong> 33 percent, and the DOC<br />
removal was due to the removal <strong>of</strong> both fractions. The resulting <strong>GAC</strong> influent was<br />
59 percent nonhumic in nature. Other researchers (Koechling et al. 1996) have<br />
shown that ozonation caused a shift in DOC, creating a more nonhumic NOM;<br />
subsequent biological filtration reduced the nonhumic fraction. For this study,<br />
NOM was not characterized after ozonation but before biological filtration. Thus,<br />
it is not possible to determine whether the same effect occurred in this work. <strong>GAC</strong><br />
treatment affected the DOC composition in a similar manner as was described in<br />
Chapter 5. The humic fraction was initially very well removed, and the nonadsorbable<br />
fraction was entirely nonhumic in nature. The humic fraction continued to be well<br />
removed. Even at advanced breakthrough, the DOC was still 73 percent nonhumic.<br />
The specific TTHM yields for the humic and nonhumic fractions are shown<br />
in Figure 8.29 for ORW. The Br:DOC ratio was adjusted to the same value for each<br />
unfractionated and fractionated sample group so that the TTHM formations from<br />
these samples could be compared. However, the raw, conventionally treated,<br />
ozonated and biologically filtered, and <strong>GAC</strong> effluent samples cannot be compared<br />
to each other since the Br:DOC ratio shifts, as indicated on the graph. The humic<br />
fraction <strong>of</strong> the ozonated and biologically filtered water had a slightly lower specific<br />
yield than the unfractionated water and nonhumic fraction.<br />
The humic-nonhumic DOC fraction results for PRW and FGW are shown<br />
in Figures 8.30 and 8.31, respectively. Ozonation and biological filtration decreased<br />
the total DOC concentration <strong>of</strong> the <strong>GAC</strong> influent <strong>by</strong> 10 and 25 percent for PRW and
The Impact <strong>of</strong> Ozonation and Biological Filtration 143<br />
Table 8.5 Impact <strong>of</strong> ozonation and biotreatment on humic-nonhumic and MS<br />
fractionation results<br />
Percent <strong>of</strong> total DOC<br />
<strong>Water</strong><br />
Treatment<br />
Nonhumic<br />
Humic<br />
3,000 MS<br />
ORW<br />
Raw<br />
Conventional<br />
Ozone-biological<br />
45<br />
48<br />
59<br />
55<br />
52<br />
.41<br />
19<br />
28<br />
21<br />
60<br />
72<br />
65<br />
21<br />
0<br />
14<br />
PRW<br />
Raw<br />
Conventional<br />
Ozone-biological<br />
44<br />
48<br />
70<br />
56<br />
52<br />
30<br />
16<br />
21<br />
20<br />
63<br />
79<br />
64<br />
21<br />
0<br />
16<br />
FGW<br />
Raw<br />
Conventional<br />
Ozone-biological<br />
25<br />
25<br />
54<br />
75<br />
75<br />
46<br />
8<br />
7<br />
11<br />
90<br />
76<br />
84<br />
2<br />
10<br />
5<br />
FGW, respectively. This removal was due to a removal <strong>of</strong> the humic fraction. The<br />
nonhumic concentration <strong>of</strong> both waters increased after ozonation and biological<br />
filtration. The DOC composition <strong>of</strong> both waters after <strong>GAC</strong> treatment was similar to<br />
that for ORW. The nonadsorbable fraction was entirely nonhumic in nature. The<br />
humic fraction was very well removed in both waters, while the nonhumic fraction<br />
broke through quickly.<br />
The specific TTHM yields for the humic-nonhumic fractions for PRW and<br />
FGW are shown in Figures 8.32 and 8.33. For both PRW and FGW, the specific<br />
yields for the humic and unfractionated samples were similar for the raw and<br />
conventionally treated water, while those for the nonhumic fraction were lower.<br />
Ozonation and biological filtration did not result in a significantly lower specific<br />
yield for either <strong>of</strong> the two waters. There was no systematic effect <strong>of</strong> ozonation and<br />
biological filtration on specific yields <strong>of</strong> the humic-nonhumic fractions after <strong>GAC</strong><br />
treatment for either PRW or FGW.<br />
Molecular Size Fractionation<br />
Figure 8.34 shows the effect <strong>of</strong> the ozonation and biological filtration<br />
pretreatment on MS fractions for ORW. The fractionation results are summarized<br />
in Table 8.5. The dominant fraction in raw ORW was the intermediate fraction<br />
(500-3,000 MS). Conventional treatment caused a slight reduction in DOC as a<br />
result <strong>of</strong> the removal <strong>of</strong> the >3,000 MS fraction. The decrease in DOC after<br />
ozonation and biological filtration was mainly attributed to removal in the small and<br />
intermediate MS fractions. The effect <strong>of</strong> <strong>GAC</strong> treatment on MS fractions was<br />
similar to that described in Chapter 5. The small MS fraction quickly yielded<br />
complete breakthrough, while the intermediate fraction was better removed.
144 <strong>Removal</strong> <strong>of</strong><strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
The effect <strong>of</strong> pretreatment on the specific TTHM yields <strong>of</strong> MS fractions for<br />
ORW is shown in Figure 8.35. The specific yields <strong>of</strong> the <strong>GAC</strong> influent and effluent<br />
showed no systematic difference among the MS fractions.<br />
The MS fractionation DOC results for PRW and FGW are shown in Figures<br />
8.36 and 8.37, respectively. The results for PRW and FGW were similar to those for<br />
ORW. The dominant fraction in the raw, conventionally treated, and ozonated and<br />
biologically filtered water was the intermediate MS fraction. For PRW, DOC<br />
removal <strong>by</strong> conventional treatment was largely due to the total removal <strong>of</strong> the large<br />
MS fraction, while for FGW it was mainly the intermediate MS fraction that was<br />
removed. As with ORW, the >3,000 MS fraction <strong>of</strong> PRW increased in the ozonated<br />
and biologically filtered water relative to conventional treatment. The effect <strong>of</strong><br />
<strong>GAC</strong> treatment on the MS fractions <strong>of</strong> PRW and FGW was similar to that for ORW.<br />
The small MS fraction broke through quickly, while the intermediate MS fraction<br />
was much better removed.<br />
Figure 8.38 shows the specific TTHM yields for MS fractions <strong>of</strong> PRW. The<br />
specific yields <strong>of</strong> the
The Impact <strong>of</strong> Ozonation and Biological Filtration 145<br />
Table 8.6 PY-GC-MS classification <strong>of</strong> ORW: Ozonation and biotreatment<br />
Percent based upon peak height<br />
Stage<br />
Aliphatic<br />
Nitrogen Halogen<br />
Aromatic containing substituted<br />
Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
34.5<br />
57.9<br />
50.3<br />
55.2<br />
48.1<br />
15.8 35.9 13.9<br />
0.4 6.1 30.3<br />
0.8 7.1 37.2<br />
BDL 3.2 38.3<br />
1.4 8.0 28.7<br />
BDL<br />
5.2<br />
4.6<br />
3.3<br />
13.9<br />
BDL = below detection limit<br />
Table 8.7 PY-GC-MS classification<br />
<strong>of</strong> PRW: Ozonation and biotreatment<br />
Percent based upon peak height<br />
Stage<br />
Aliphatic<br />
Nitrogen Halogen<br />
Aromatic containing substituted<br />
Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
23.0<br />
38.3<br />
BDL<br />
58.6<br />
9.04<br />
3.9 12.0 67.0<br />
5.5 8.7 40.0<br />
BDL BDL BDL<br />
BDL 1.1 • 36.6<br />
0.9 3.75 78.0<br />
4.3<br />
6.8<br />
BDL<br />
3.75<br />
8.2<br />
BDL = below detection limit<br />
Table 8.8 PY-GC-MS<br />
classification<br />
<strong>of</strong> FGW: Ozonation and biotreatment<br />
Percent based upon peak height<br />
Stage<br />
Aliphatic<br />
Nitrogen Halogen<br />
Aromatic containing substituted<br />
Unknown<br />
Raw<br />
<strong>GAC</strong> influent<br />
Nonadsorbable<br />
Intermediate breakthrough<br />
Advanced breakthrough<br />
1.4<br />
7.6<br />
94.3<br />
54.4<br />
56.7<br />
97.0 BDL BDL<br />
83.0 2.6 2.7<br />
BDL 2.3 3.0<br />
1.0 5.1 39.5<br />
14.5 8.6 10.5<br />
1.6<br />
4.1<br />
BDL<br />
BDL<br />
9.7<br />
BDL = below detection limit
146 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
fragments (dibromochloromethane>tribromomethane>dichloroacetonitrile). The<br />
organic matrix at complete <strong>GAC</strong> breakthrough remained predominantly aliphatic,<br />
although the aromatic fraction showed a small increase in comparison to the second<br />
breakthrough point. The pyrolysis fingerprint was characterized <strong>by</strong> a strong acetic<br />
acid peak and minor peaks <strong>of</strong> formic and propanoic acid.<br />
Summary_________________________<br />
The impact <strong>of</strong> ozonation and biological filtration on <strong>GAC</strong> breakthrough<br />
behavior was water dependent. For ORW and PRW, ozonation likely created polar,<br />
less adsorbable compounds that were not removed entirely <strong>by</strong> biological filtration.<br />
The presence <strong>of</strong> these compounds in the <strong>GAC</strong> influent caused poorer performance<br />
in the initial part <strong>of</strong> breakthrough. During the latter stages <strong>of</strong> breakthrough, the <strong>GAC</strong><br />
column treating ozonated and biologically filtered water showed better perfor<br />
mance, which is likely due to the overall lower influent concentration. For ORW and<br />
PRW, ozonation and biological filtration increased the nonadsorbable fraction (0.7<br />
percent and 37 percent, respectively) and decreased the time to initial breakthrough<br />
<strong>of</strong> the adsorbable fraction. For ORW, <strong>GAC</strong> performance based on the effluent<br />
criteria improved after ozonation and biological filtration. The improvement<br />
occurred after 70 days for the NOM surrogates, TOC and UV, 54 , and after 30 to 50<br />
days for the DBF precursors. For PRW, ozonation and biological filtration de<br />
creased the run time to effluent criteria for TOC, UV254 , and TOX and increased the<br />
run time to the effluent criteria for TTHM and HAA6. For FGW, ozonation and<br />
biological filtration resulted in a significant improvement in <strong>GAC</strong> performance; the<br />
run times to initial breakthrough and to the effluent criteria increased. Thus,<br />
biological filtration <strong>of</strong> FGW was effective in removing or altering the polar, less<br />
adsorbable compounds created <strong>by</strong> ozonation.<br />
For the three waters studied, ozonation and biological filtration resulted in<br />
a shift in NOM composition. Ozonation and biological filtration yielded NOM that<br />
was more nonhumic than humic in nature, especially for ORW and PRW, where the<br />
nonhumic fractions were 59 and 70 percent, respectively. This shift to a greater<br />
percentage <strong>of</strong> the less adsorbable compounds explains the earlier breakthrough after<br />
ozonation and biological filtration <strong>of</strong> ORW and PRW.<br />
Ozonation and biological filtration also resulted in a decrease in the TOC<br />
concentration <strong>of</strong> the <strong>GAC</strong> influent. If a decrease in TOC is not accompanied <strong>by</strong> a<br />
change in the chemical makeup <strong>of</strong> the water, the reduced influent concentration<br />
should increase the run time to a given effluent criterion. An increase in the<br />
nonhumic content <strong>of</strong> NOM will result in a decrease in adsorbability <strong>of</strong> the NOM.<br />
Thus, it is postulated that the change in NOM composition decreased the benefit<br />
associated with a decrease in influent TOC concentration. This effect was not<br />
observed for FGW, which was highly humic in nature prior to treatment. Even after<br />
ozonation and biological filtration, 46 percent <strong>of</strong> the DOC was still humic for FGW.<br />
Thus, decreasing the influent concentration outweighed the change in humicnonhumic<br />
composition.<br />
Ozonation and biological filtration resulted in a decrease in the intermedi<br />
ate MS fraction. Ozonation has been shown to cause a shift toward the small MS<br />
fraction (Koechling et al. 1996). These small MS compounds can then easily be<br />
degraded. Thus, ozonation likely caused a decrease in the intermediate and large MS
The Impact <strong>of</strong> Ozonation and Biological Filtration 147<br />
fraction, while biological filtration removed a substantial amount <strong>of</strong> the small MS<br />
fractions. The intermediate MS fraction was shown in Chapter 5 to be better<br />
adsorbed than the small and large MS fractions. Thus, decreasing this fraction and<br />
increasing the more poorly adsorbed large MS fractions could contribute to the<br />
earlier <strong>GAC</strong> breakthrough seen after ozonation and biological filtration.
148 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
-a<br />
o<br />
o.<br />
o<br />
I<br />
o o<br />
o<br />
1.0 -<br />
0.9 -<br />
0.8 -<br />
0.7 -<br />
0.6 -<br />
0.5 -<br />
0.4 -<br />
TOC C0 (mg/L)<br />
• Conventional treatment 2.1<br />
0 Ozonation + biotreatment 1.4<br />
EBCT= 15 min<br />
0.3 -<br />
0.2 -<br />
0.1 -:<br />
0.0<br />
50 100<br />
150 200<br />
Scaled operation time (days)<br />
Figure 8.1 Effect <strong>of</strong> ozonation and biotreatment on normalized TOC breakthrough for<br />
Ohio River water<br />
1.6<br />
1.2-<br />
TOC C0 (mg/L)<br />
• Conventional treatment 2.1<br />
0 Ozonation + biotreatment 1.4<br />
EBCT = 15min<br />
I<br />
o •s<br />
I<br />
Io<br />
O<br />
0.8<br />
0.4 -<br />
0.0<br />
50 100 150<br />
Scaled operation time (days)<br />
200<br />
Figure 8.2 Effect <strong>of</strong> ozonation and biotreatment on TOC breakthrough for Ohio River<br />
water
The Impact <strong>of</strong> Ozonation and Biological Filtration 149<br />
o<br />
0.020<br />
0.018 -<br />
Conventional treatment 0.048<br />
Ozonation + biotreatment 0.016<br />
150 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
80<br />
70-<br />
60 -<br />
TTHM C0 (M9/L) EBCT = 15min<br />
* Conventional treatment 86<br />
0 Ozonation + biotreatment 38<br />
50 -<br />
I<br />
O<br />
40<br />
30 -<br />
20 -<br />
10 -<br />
—i—<br />
50 100 150 200<br />
Scaled operation time (days)<br />
Figure 8.5 Effect <strong>of</strong> ozonation and biotreatment on UFC-TTHM breakthrough for Ohio<br />
River water<br />
30<br />
HAA6 (H9/L) EBCT= 15 min<br />
25 -<br />
• Conventional treatment 26<br />
0 Ozonation + biotreatment 13<br />
20 -<br />
c<br />
o<br />
2•s<br />
8<br />
o<br />
O<br />
15 -<br />
10 -<br />
5 -<br />
—i—<br />
50 100 150 200<br />
Scaled operation time (days)<br />
Figure 8.6 Effect <strong>of</strong> ozonation and biotreatment on UFC-HAA6 breakthrough for Ohio<br />
River water
The Impact <strong>of</strong> Ozonation and Biological Filtration 151<br />
5<br />
1<br />
§o<br />
8<br />
I<br />
1.0<br />
0.9<br />
0.8<br />
0.7<br />
0.6<br />
0.5<br />
0.4<br />
0.3<br />
TOC C0 (mg/L)<br />
• Conventional treatment 3.0<br />
o Ozonation + biotreatment 2.5<br />
EBCT=15min<br />
0.2<br />
0.1<br />
0.0<br />
50 100 150 200<br />
Scaled operation time (days)<br />
250<br />
Figure 8.7 Effect <strong>of</strong> ozonation and biotreatment on normalized TOC breakthrough for<br />
Passaic River water<br />
2.8<br />
2.4 -<br />
2.0 -<br />
TOC C0 (mg/L)<br />
• Conventional treatment 3.0<br />
0 Ozonation + biotreatment 2.5<br />
i '' •^<br />
EBCT=15min<br />
o<br />
1 §<br />
752 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
8<br />
ro<br />
-e<br />
o 10<br />
.a<br />
0.04 -<br />
0.03 -<br />
0.02 -<br />
(Q<br />
0.05<br />
• Conventional treatment 0.072<br />
0 Ozonation + biotreatment 0.038<br />
0.01 -<br />
0.00<br />
50 100 150<br />
Scaled operation time (days)<br />
200 250<br />
Figure 8.9 Effect <strong>of</strong> ozonation and biotreatment on UV254 breakthrough for Passaic<br />
River water<br />
180<br />
160 -<br />
140 -<br />
TOX cr/L)<br />
• Conventional treatment 277<br />
0 Ozonatfon + biotreatment 135<br />
EBCT = 15 min<br />
o<br />
o><br />
o<br />
•£<br />
8<br />
o<br />
O<br />
120 -<br />
100 -<br />
80 -<br />
60 -<br />
40 -<br />
20 -<br />
50 100 150<br />
200 250<br />
Scaled operation time (days)<br />
Figure 8.10 Effect <strong>of</strong> ozonation and biotreatment on UFC-TOX breakthrough for Passaic<br />
River water
The Impact <strong>of</strong> Ozonation and Biological Filtration 153<br />
80<br />
TTHM C0 (M9/L)<br />
70 -<br />
• Conventional treatment 73<br />
0 Ozonation + biotreatment 57<br />
60 -<br />
EBCT=15min<br />
50<br />
Io<br />
8<br />
o<br />
O<br />
40 -\<br />
30<br />
20<br />
10 A<br />
—i— 50<br />
—i—<br />
100 150<br />
Scaled operation time (days)<br />
200 250<br />
Figure 8.11 Effect <strong>of</strong> ozonation and biotreatment on UFC-TTHM breakthrough for<br />
Passaic River water<br />
50<br />
40 -<br />
HAA6 C0 (M9/L)<br />
* Conventional treatment 70<br />
0 Ozonation + biotreatment 31<br />
EBCT= 15 min<br />
o><br />
o<br />
8<br />
o<br />
O<br />
30 -<br />
20 -<br />
10 -<br />
50 100 150<br />
200 250<br />
Scaled operation time (days)<br />
Figure 8.12 Effect <strong>of</strong> ozonation and biotreatment on UFC-HAA6 breakthrough for<br />
Passaic River water
754 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
o<br />
1.0<br />
0.9<br />
0.8<br />
0.7<br />
0.6<br />
TOC C0 (mg/L)<br />
• Conventional treatment 10.0<br />
0 Ozonation + biotreatment 7.4<br />
EBCT=15min<br />
I<br />
a<br />
0.5<br />
0.4<br />
0.3<br />
o<br />
0.2<br />
0.1<br />
0.0<br />
10 20<br />
Scaled operation time (days)<br />
30 40<br />
Figure 8.13 Effect <strong>of</strong> ozonation and biotreatment on normalized TOC breakthrough for<br />
Florida groundwater<br />
o><br />
10<br />
9 -<br />
8 -<br />
7 -<br />
6 -<br />
TOC C0 (mg/L)<br />
• Conventional treatment 10.0<br />
0 Ozonation + biotreatment 7.4<br />
EBCT=15min<br />
g<br />
5 -<br />
•<br />
4 -<br />
I o<br />
O<br />
3 -<br />
2 -<br />
1<br />
—i—<br />
10<br />
—i—<br />
20<br />
30 40<br />
Scaled operation time (days)<br />
Figure 8.14 Effect <strong>of</strong> ozonation and biotreatment on TOC breakthrough for Florida<br />
groundwater
The Impact <strong>of</strong> Ozonation and Biological Filtration 155<br />
0.30<br />
UV. 254<br />
u<br />
?= 0.20 -<br />
8<br />
OJ<br />
€<br />
o<br />
in<br />
.Q<br />
(0<br />
0.25 - • Conventional treatment 0.29<br />
0 Ozonation + biotreatment 0.10<br />
0.15 -<br />
IZD<br />
0.00 -^<br />
Scaled operation time (days)<br />
Figure 8.15 Effect <strong>of</strong> ozonation and biotreatment on UV254 breakthrough for Florida<br />
groundwater<br />
800 -T<br />
TOX C0 (M9CIVL)<br />
700 -<br />
• Conventional treatment 1046<br />
0 Ozonation + biotreatment 645<br />
600 -<br />
EBCT = 15min<br />
o<br />
1<br />
g<br />
2<br />
*-•<br />
I o<br />
O<br />
500 -<br />
400 -<br />
300 -<br />
200 -<br />
100 -<br />
10 20<br />
30 40<br />
Scaled operation time (days)<br />
Figure 8.16 Effect <strong>of</strong> ozonation and biotreatment on UFC-TOX breakthrough for Florida<br />
groundwater
756 <strong>Removal</strong> <strong>of</strong><strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
200<br />
180<br />
160<br />
TTHM C0 (M9/L) EBCT=15min<br />
Conventional treatment 238<br />
Ozonation + biotreatment 205<br />
140<br />
o<br />
^=<br />
2<br />
I o<br />
O<br />
120<br />
100<br />
80<br />
60<br />
40<br />
20<br />
0<br />
Scaled operation time (days)<br />
Figure 8.17 Effect <strong>of</strong> ozonation and biotreatment on UFC-TTHM breakthrough for<br />
Florida groundwater<br />
100<br />
90<br />
80<br />
HAA6 c0 (ng/L) EBCT=15min<br />
• Conventional treatment 142<br />
° Ozonation + biotreatment 102<br />
O)<br />
o<br />
I<br />
70<br />
60<br />
50<br />
40<br />
30<br />
20<br />
10<br />
0<br />
—i—<br />
10 20<br />
Scaled operation time (days)<br />
—r—<br />
30 40<br />
Figure 8.18 Effect <strong>of</strong> ozonation and biotreatment on UFC-HAA6 breakthrough for<br />
Florida groundwater
The Impact <strong>of</strong> Ozonation and Biological Filtration 157<br />
100<br />
80 -<br />
Oo-P0 =1.0<br />
a, = 80<br />
'—-•-- Conventional treatment (a,,, a,)<br />
Ozonation/biotreatment (P 0 , p,)<br />
O 60 -<br />
O)<br />
o<br />
8<br />
o<br />
O<br />
0.0 0.2 0.4 0.6 0.8 1.0<br />
1.2 1.4<br />
TOC concentration (mg/L)<br />
Figure 8.19 Effect <strong>of</strong> ozonation and biotreatment on the relationship between TOC and<br />
TOX formation during <strong>GAC</strong> breakthrough for Ohio River water<br />
100<br />
0.2 0.4 0.6 0.8 1.0 1.2<br />
TOC concentration (mg/L)<br />
1.4<br />
Figure 8.20 Effect <strong>of</strong> ozonation and biotreatment on the relationship between TOC and<br />
TTHM formation during <strong>GAC</strong> breakthrough for Ohio River water
158 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
^u -<br />
16 -<br />
i '<br />
1 12 -<br />
o<br />
s<br />
Concent<br />
OB<br />
4 -<br />
HAA6 • Conventional treatment (a0 , a,) .<br />
o Ozone/biotreatment (P0 , p,)<br />
a, = 11 •<br />
Pl = 5.5<br />
* 0 00 0<br />
o °<br />
* ° 0<br />
n -<br />
0.0 0.2 0.4 0.6 0.8 1.0 1.2 1.4<br />
TOC concentration (mg/L)<br />
Figure 8.21 Effect <strong>of</strong> ozonation and biotreatment on the relationship between TOC and<br />
HAA6 formation during <strong>GAC</strong> breakthrough for Ohio River water<br />
o<br />
a<br />
o<br />
8<br />
o<br />
200<br />
175<br />
150 -<br />
125 -<br />
100 -<br />
75 -<br />
50<br />
25<br />
TOX<br />
=Po = -<br />
a, =67<br />
Conventional treatment (a0 , a,)<br />
Ozone/biotreatment (p0 , p,)<br />
0.0 0.5 1.0 1.5 2.0<br />
2.5 3.0<br />
TOC concentration (mg/L)<br />
Figure 8.22 Effect <strong>of</strong> ozonation and biotreatment on the relationship between TOC and<br />
TOX formation during <strong>GAC</strong> breakthrough for Passaic River water
The Impact <strong>of</strong> Ozonation and Biological Filtration 159<br />
s<br />
c<br />
o<br />
8<br />
o<br />
O<br />
100<br />
80 -<br />
60 -<br />
40<br />
20 -<br />
TTHM<br />
a, = 35<br />
Conventional treatment (a0 , a,)<br />
Ozone/biotreatment (P0 , p,)<br />
0.0 0.5 1.0 1.5 2.0<br />
2.5 3.0<br />
TOC concentration (mg/L)<br />
Figure 8.23 Effect <strong>of</strong> ozonation and biotreatment on the relationship between TOC and<br />
TTHM formation during <strong>GAC</strong> breakthrough for Passaic River water<br />
60<br />
50 -<br />
HAA6<br />
00 =-1.8<br />
' Conventional treatment (a0 , a,)<br />
" Ozone/biotreatment (p0 , p,)<br />
^- 40 -<br />
^<br />
§ 30 H<br />
a, = 18<br />
Pi = 9-3<br />
20 -<br />
10 -<br />
0.0 0.5 1.0 1.5 2.0<br />
2.5 3.0<br />
TOC concentration (mg/L)<br />
Figure 8.24 Effect <strong>of</strong> ozonation and biotreatment on the relationship between TOC and<br />
HAA6 formation during <strong>GAC</strong> breakthrough for Passaic River water
160 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
£<br />
b<br />
0)<br />
»uu -<br />
800 -<br />
700 -<br />
600 -<br />
500 -<br />
400 -<br />
' i ' i • i • i • i • i • i • i • i •<br />
TOX ~*~~ Conventional treatment (o^, a,)<br />
a, = 80<br />
— e — Ozone/biotreatment (P0 , p,)<br />
Pi=22 .//^ '.<br />
/•<br />
9<br />
c o1<br />
Io<br />
O<br />
300 -<br />
200 -<br />
100 -<br />
/<br />
s<br />
/^ o<br />
s' o ^^__^—<br />
S 00 ^ —— — —<br />
0 T ——— ' ——— | ——— i ——— 1 ——— ' ——— 1 ——— ' ——— | ——— ' ——— 1 ——— ' ——— 1 ——— • ——— 1 ——— ' ——— 1 ——— ' ——— | ——— ' ——— 1<br />
01234567891<br />
TOC concentration (mg/L)<br />
Figure 8.25 Effect <strong>of</strong> ozonation and biotreatment on the relationship between TOC and<br />
TOX formation during <strong>GAC</strong> breakthrough for Florida groundwater<br />
Conventional treatment (OQ, a,)<br />
Ozone/biotreatment (P0 , p,)<br />
o><br />
o •-C<br />
I0)<br />
o<br />
o<br />
234567<br />
TOC concentration (mg/L)<br />
Figure 8.26 Effect <strong>of</strong> ozonation and biotreatment on the relationship between TOC and<br />
TTHM formation during <strong>GAC</strong> breakthrough for Florida groundwater
The Impact <strong>of</strong> Ozonation and Biological Filtration 161<br />
100<br />
HAA6<br />
Conventional treatment (a,,, a,)<br />
Ozone/biotreatment (p0, p,)<br />
I<br />
8<br />
8<br />
60 -<br />
40<br />
20 -<br />
Pi =3.1<br />
234567<br />
TOO concentration (mg/L)<br />
9 10<br />
Figure 8.27 Effect <strong>of</strong> ozonation and biotreatment on the relationship between TOC and<br />
HAA6 formation during <strong>GAC</strong> breakthrough for Florida groundwater<br />
2.5<br />
" Unfractionated<br />
0 Nonhumic fraction<br />
A Humic fraction<br />
o 1.5 J<br />
1<br />
8<br />
8<br />
1.0 -<br />
80-<br />
2.0-<br />
0.5-<br />
0.0<br />
Raw Conventional OJBio „ ... .... ^_.<br />
treatment y 0 50 100 150<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. O3/Bio = ozonation and<br />
biological filtration.<br />
Figure 8.28 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic fraction<br />
breakthrough for Ohio River water
762 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
CO<br />
Raw Conventional cyBio A<br />
treatment<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. NA = not analyzed.<br />
O 3/Bio = ozonation and biological filtration.<br />
Figure 8.29 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic fraction specific<br />
yields for Ohio River water<br />
Unfractionated<br />
0 Nonhumic fraction<br />
A Humic fraction<br />
Raw Conventional CyBio Q<br />
treatment<br />
50 100<br />
Scaled operation time (days)<br />
150<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. O/Bio = ozonation and<br />
biological filtration.<br />
Figure 8.30 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic fraction<br />
breakthrough for Passaic River water
The Impact <strong>of</strong>Ozonation and Biological Filtration 163<br />
i<br />
o<br />
14<br />
12 -<br />
10-<br />
8 -<br />
m Unfractionated<br />
0 Nonhumic fraction<br />
A Humic fraction<br />
8 6^<br />
8<br />
2-<br />
0<br />
Raw Conventional Oj/Bio 0<br />
treatment<br />
10 20 30<br />
Scaled operation time (days)<br />
40<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. O3/Bio = ozonation and<br />
biological filtration.<br />
Figure 8.31 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic fractionation for<br />
Florida groundwater<br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
Raw Conventional<br />
treatment<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. NA = not analyzed.<br />
O/Bio = ozonation and biological filtration.<br />
Figure 8.32 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic fraction specific<br />
yields for Passaic River water
164 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Unfractionated<br />
Nonhumic fraction<br />
Humic fraction<br />
Br:DOC 21<br />
(Hg/mg) ,—,<br />
Raw Conventional (v/Bio A<br />
treatment<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. NA = not analyzed.<br />
O3/Bio = ozonation and biological filtration.<br />
Figure 8.33 Effect <strong>of</strong> ozonation and biotreatment on humic-nonhumic fraction specific<br />
yields for Florida groundwater<br />
2.5<br />
O)<br />
Unfractionated<br />
< 500 MS fraction<br />
500-3000 MS fraction<br />
> 3000 MS fraction<br />
1.5 -<br />
8<br />
8<br />
1.0 -<br />
0.5-<br />
0.0<br />
Raw Conventional Oj/Bio rj<br />
treatment<br />
50 100 150<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. 0,/Bio = ozonation and<br />
biological filtration.<br />
Figure 8.34 Effect <strong>of</strong> ozonation and biotreatment on MS fraction breakthrough for Ohio<br />
River water
The Impact <strong>of</strong> Ozonation and Biological Filtration 165<br />
Unfractionated<br />
< 500 MS fraction<br />
< 3000 MS fraction<br />
O)<br />
I<br />
2<br />
•I<br />
0 Q.<br />
to<br />
Raw Conventional cyBio<br />
treatment<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. CyBio = ozonation and<br />
biological filtration.<br />
Figure 8.35 Effect <strong>of</strong> ozonation and biotreatment on specific yields for MS fractions for<br />
Ohio River water<br />
4.0<br />
3.5<br />
I"<br />
| 2.0<br />
8<br />
I 1 -5<br />
O 1.0<br />
Unfractionated<br />
0 < 500 MS fraction<br />
* 500-3000 MS fraction<br />
0 > 3000 MS fraction<br />
B<br />
0.5<br />
0.0<br />
Raw Conventional O/Bio o<br />
treatment<br />
50 100 150<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. 0,/Bio = ozonation and<br />
biological filtration.<br />
Figure 8.36 Effect <strong>of</strong> ozonation and biotreatment on MS fraction breakthrough for<br />
Passaic River water
166 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
15<br />
10 -<br />
Unfractionated<br />
0 < 500 MS fraction<br />
A 500-3000 MS fraction<br />
0 > 3000 MS fraction<br />
I<br />
8 5<br />
8<br />
Raw Conventional cyBio<br />
treatment<br />
Scaled operation time (days)<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. O3/Bio = ozonation and<br />
biological filtration.<br />
Figure 8.37 Effect <strong>of</strong> ozonation and biotreatment on MS fraction breakthrough for<br />
Florida groundwater<br />
Unfractionated<br />
< 500 MS fraction<br />
< 3000 MS fraction<br />
Raw Conventional O/Bio<br />
treatment<br />
Note: A, B, and C denote initial, intermediate, and advanced breakthrough points. CyBio = ozonation and<br />
biological filtration.<br />
Figure 8.38 Effect <strong>of</strong> ozonation and biotreatment on specific yields for MS fractions for<br />
Passaic River water
Chapter 9<br />
Impact <strong>of</strong> Treatment on <strong>DBP</strong><br />
Speciation<br />
Changes in the ratio <strong>of</strong> Br to TOC (Br:TOC) as a result <strong>of</strong> preferential<br />
removal <strong>of</strong> TOC <strong>by</strong> a treatment process can strongly affect <strong>DBP</strong> speciation upon<br />
chlorination. <strong>DBP</strong> speciation is important because the proposed MCLs for TTHM<br />
and HAAS as part <strong>of</strong> the D-<strong>DBP</strong> Rule are mass-based levels. The atomic weight <strong>of</strong><br />
the bromine atom is 2.25 times greater than that <strong>of</strong> the chlorine atom. Thus, an<br />
increase in bromine incorporation into <strong>DBP</strong> speciation, given the same molar yield,<br />
will lead to higher TTHM or HAAS mass concentrations. These increases in mass<br />
concentrations may not necessarily be reflected in changes in molar TTHM and<br />
HAAS concentrations. <strong>DBP</strong> speciation is also significant for health related issues<br />
because some <strong>of</strong> the more brominated species may be <strong>of</strong> a greater health concern<br />
than chlorinated species (Krasner et al. 1992). It is also important to consider that<br />
not all nine HAA species are measured <strong>by</strong> HAAS or HAA6. In fact, all four species<br />
not accounted for <strong>by</strong> HAAS are bromo-substituted species; therefore, increases in<br />
the concentrations <strong>of</strong> these species due to shifts in speciation after treatment are not<br />
accounted for <strong>by</strong> measurements <strong>of</strong> HAAS. The formed concentrations <strong>of</strong> HAA<br />
species not accounted for <strong>by</strong> HAAS or HAA6 measurements can constitute a<br />
significant fraction <strong>of</strong> total HAA formation at moderate to high Br~:TOC ratios<br />
(Cowman and Singer 1994).<br />
Results and Discussion_________________<br />
<strong>GAC</strong> Effluent <strong>DBP</strong> Speciation<br />
One can observe effect <strong>of</strong> <strong>GAC</strong> treatment on <strong>DBP</strong> speciation <strong>by</strong> plotting the<br />
breakthrough <strong>of</strong> each THM compound on one graph, as shown in Figure 9.1 for<br />
ORW after conventional pretreatment. After 65 days <strong>of</strong> scaled operation, concen<br />
trations in the chlorinated <strong>GAC</strong> effluent were highest for brom<strong>of</strong>orm and<br />
dibromochloromethane and lowest for bromodichloromethane and chlor<strong>of</strong>orm.<br />
This can be contrasted with THMs measured in the influent upon chlorination,<br />
where brom<strong>of</strong>orm was lowest and bromodichloromethane was highest. As <strong>GAC</strong><br />
breakthrough continued, the brom<strong>of</strong>orm concentration following chlorination <strong>of</strong><br />
the <strong>GAC</strong> effluent reached a peak, and then the bromodichloromethane concentra<br />
tion increased above brom<strong>of</strong>orm. Figure 9.2 shows THM species breakthrough in<br />
ORW after <strong>GAC</strong> treatment preceded <strong>by</strong> optimized coagulation.<br />
167
168 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
An example <strong>of</strong> the breakthrough <strong>of</strong> HAA species in chlorinated <strong>GAC</strong><br />
effluent following conventional treatment <strong>of</strong> SRPW is shown in Figure 9. 3. Influent<br />
DBF formation was highest for dichloroacetic acid (DCAA) and trichloroacetic<br />
acid (TCAA), both nonbrominated species. During <strong>GAC</strong> breakthrough, two brominated<br />
species, dibromoacetic acid (DBAA) and bromochloroacetic acid (BCAA),<br />
showed concentrations that were higher than both DCAA and TCAA. The figure<br />
also shows results for monochloracetic acid (MCAA) and monobromoacetic acid<br />
(MBAA). Results observed for HAA species breakthrough in SRPW after opti<br />
mized coagulation are shown in Figure 9.4.<br />
The effect <strong>of</strong> <strong>GAC</strong> treatment on the breakthrough <strong>of</strong> THM precursors for<br />
PRW is shown in Figure 9.5. At 75 scaled operation days, dibromochloromethane<br />
concentrations were highest. At the end <strong>of</strong> the run, 190 scaled operation days,<br />
chlor<strong>of</strong>orm had the highest concentration. This corresponds to the influent speciation,<br />
where chlor<strong>of</strong>orm also had the highest concentration. The concentration <strong>of</strong><br />
brom<strong>of</strong>orm peaked at 75 scaled operation days, after which it decreased. Thus, after<br />
75 days, the Br~:TOC ratio decreased as a result <strong>of</strong> TOC breakthrough to an extent<br />
that the formation <strong>of</strong> more chlorinated species was favored. The effect <strong>of</strong> ozonation<br />
and biological filtration on THM species for PRW is shown in Figure 9.6. A shift<br />
in speciation occurred in the <strong>GAC</strong> influent, with dibromochloromethane concentra<br />
tions being the highest throughout the breakthrough period. After <strong>GAC</strong> treatment,<br />
the more brominated compounds broke through to a greater extent. At the end <strong>of</strong> the<br />
run at 1 50 scaled operation days, dibromochloromethane had the highest concentra<br />
tion in the effluent, while chlor<strong>of</strong>orm concentrations were only slightly higher than<br />
those <strong>of</strong> brom<strong>of</strong>orm.<br />
Breakthrough <strong>of</strong> HAA species after conventional treatment is shown in<br />
Figure 9.7 for FGW. The highest <strong>GAC</strong> influent concentrations were for DCAA and<br />
TCAA. These two species also had the highest concentrations at the end <strong>of</strong> the run.<br />
DBAA peaked at 1 6 scaled operation days, after which its concentration in the <strong>GAC</strong><br />
effluent decreased. The effect <strong>of</strong> ozonation and biological filtration on HAA species<br />
breakthrough is shown in Figure 9.8 for FGW. After pretreatment, the speciation in<br />
the <strong>GAC</strong> influent shifted. Large concentrations <strong>of</strong> MCAA and DBAA were<br />
detected, while the concentrations <strong>of</strong> DCAA and TCAA decreased. This is also<br />
reflected in the <strong>GAC</strong> effluent, where DBAA had the highest concentration at the end<br />
<strong>of</strong> the run.<br />
Bromine Incorporation Factors<br />
These speciation results after <strong>GAC</strong> treatment are similar to those reported<br />
<strong>by</strong> Summers et al. (1994b). It is difficult, however, to directly compare shifts in<br />
speciation as breakthrough occurs in chlorinated <strong>GAC</strong> effluent for different<br />
pretreatment scenarios, such as conventional pretreatment, optimized coagulation,<br />
or ozonation and biological filtration. To assist in making these comparisons, the<br />
bromine incorporation factor, n, can be calculated on a molar basis for THM<br />
speciation (Gould et al. 1983) using Equation 9.1 :<br />
„ = (9.1)<br />
TTHM
Impact <strong>of</strong> Treatment on DBF Speciation 169<br />
where THM-Br is defined as:<br />
THM-Br = Ii«CHCl,_.Br.<br />
j=0 311<br />
(9-2)<br />
Both THM-Br and TTHM have units <strong>of</strong> u.mol/L. The n value can range from 0 to<br />
3 depending on the extent <strong>of</strong> bromine incorporation; n = 0 if only chlor<strong>of</strong>orm is<br />
formed, while n = 3 if only brom<strong>of</strong>orm is present.<br />
A similar calculation, Equation 9.3, can be made to calculate the bromine<br />
incorporation factor for HAA speciation, n' (Shukairy and Summers 1993):<br />
n =<br />
HAA - Br<br />
HAA<br />
(9.3)<br />
where HAA-Br is defined as the sum <strong>of</strong> the bromo-substituted HAA species<br />
analyzed. Within HAA6, not all bromo-substituted HAA species are included.<br />
Therefore, HAA-Br is defined <strong>by</strong> Equation 9.4:<br />
HAA-Br = (1 • MBAA) + MBAA) + (1 • BCAA) + (2 • DBAA) (9.4)<br />
where MBAA is monobromoacetic acid, BCAA is bromochloroacetic acid, and<br />
DBAA is dibromoacetic acid. Again, the units used for HAA-Br and HAA are<br />
umol/L. The n' value can range from 0 to 2 depending on the extent <strong>of</strong> bromine<br />
incorporation.<br />
Optimized Coagulation<br />
Table 9.1 lists TOC, bromide, Br:TOC, n, and n' for ORW and SRPW after<br />
conventional treatment and optimized coagulation. For ORW, optimized coagula<br />
tion increased the bromine incorporation for both THMs and HAAs as compared to<br />
conventional treatment. This increase was primarily caused <strong>by</strong> an increase in<br />
Br:TOC with optimized treatment, since TOC was reduced while the bromide<br />
concentration was assumed to be unaffected. The Br":TOC ratio increased<br />
38 percent with optimized coagulation for ORW, and n and n' increased 40 and<br />
Table 9.1 Effect <strong>of</strong> optimized coagulation on DBF speciation<br />
ORW SRPW<br />
Parameter<br />
Conventional Optimized<br />
treatment coagulation<br />
Change Conventional Optimized Change<br />
(%) treatment coagulation (%)<br />
Influent TOC (mg/L)<br />
Bromide (ug/L)<br />
Br:TOC (ug/mg)<br />
n<br />
n'<br />
2.0<br />
132<br />
64.7<br />
0.92<br />
0.61<br />
1.5<br />
132*<br />
89.2<br />
1.28<br />
0.76<br />
-28<br />
NA<br />
38<br />
40<br />
24<br />
2.2<br />
89<br />
39.9<br />
0.75<br />
0.40<br />
1.7<br />
89*<br />
52.9<br />
0.98<br />
0.52<br />
-25<br />
NA<br />
33<br />
30<br />
31<br />
NA = not applicable<br />
*Not measured; it was assumed that <strong>GAC</strong> treatment did not affect bromide concentrations.
170 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
24 percent, respectively. For SRPW, the 33 percent increase in Br:TOC was matched<br />
<strong>by</strong> 30 and 31 percent increases in n and n'. Thus, for these two waters, the change in<br />
BrrTOC with optimized coagulation was matched <strong>by</strong> similar changes in n and n'.<br />
Ozonation and Biological Filtration<br />
The effect <strong>of</strong> ozonation and biological filtration on <strong>GAC</strong> influent speciation<br />
is shown in Table 9.2. For ORW, ozonation and biological filtration decreased the<br />
Br:TOC ratio <strong>by</strong> 12 percent, while for PRW and FGW, the Br :TOC ratio increased<br />
<strong>by</strong> 20 and 31 percent, respectively. The bromine incorporation factors for both<br />
THMs and HAAs increased for all three waters after ozonation and biological<br />
filtration. For ORW, Br:TOC decreased <strong>by</strong> 12 percent, while 60 and 34 percent<br />
increases in n and n', respectively, were observed. For PRW, there was a 20 percent<br />
increase in the Br~:TOC, while n and n' increased <strong>by</strong> 177 and 135 percent,<br />
respectively. For FGW, n and n' values increased <strong>by</strong> 124 and 117 percent,<br />
respectively, after a 31 percent increase in the Br:TOC ratio. As discussed earlier,<br />
increases in n and n' values after ozonation and biological filtration were larger than<br />
after optimized coagulation for similar increases in the Br~:TOC ratio. An increase<br />
in the Br:TOC ratio is known to cause the shift to more brominated species. After<br />
ozonation and biological filtration, the characteristics <strong>of</strong> the organic matter changed<br />
as discussed in Chapter 8. This change in NOM characteristics could have caused<br />
the larger shift in speciation observed after pretreatment <strong>by</strong> ozonation and biological<br />
filtration. The results for ORW, where a decrease in the Br:TOC ratio resulted in<br />
an increase in n and n', would seem to support this.<br />
It is difficult to determine the effect <strong>of</strong> pretreatment on <strong>GAC</strong> effluent n and<br />
n' when these values are plotted as a function <strong>of</strong> scaled operation time because, at<br />
any given time, effluent TOC concentrations in the RSSCT effluent for the two<br />
pretreatments were not equal. Therefore, n and n' have been plotted against the<br />
measured TOC for each sample. In this manner, the behavior <strong>of</strong> n and n' with<br />
increasing TOC can be compared between the two types <strong>of</strong> pretreatment conditions<br />
for each water. Figure 9.9 shows the effect <strong>of</strong> pretreatment on n values for ORW.<br />
At TOC concentrations <strong>of</strong> 0.4 mg/L and higher, n decreased for both pretreatment<br />
types. Although at TOC concentrations below 0.8 mg/L the n values <strong>of</strong> the effluent<br />
samples from RSSCT-OC were slightly lower than those from RSSCT-CT, above<br />
0.8 mg/L there was little difference between the two pretreatments. At TOC<br />
concentrations below 0.4 mg/L, n increased with TOC for both RSSCTs. This trend<br />
would not have been expected based on the high Br:TOC ratio at very low TOC<br />
concentrations. It may be caused in part, however, <strong>by</strong> analytical difficulties at low<br />
TOC concentrations, as well as <strong>by</strong> the very low levels <strong>of</strong> substrate (TOC) available<br />
for reaction. A similar relationship illustrating n as a function <strong>of</strong> TOC for SRPW<br />
showed the same overall trends shown for ORW, as well as little to no effect <strong>of</strong><br />
pretreatment on <strong>GAC</strong> effluent n values (Figure 9.10).<br />
Figure 9.11 shows the effect <strong>of</strong> ozonation and biological filtration on <strong>GAC</strong><br />
effluent n values for PRW. The results seen in Figures 9.5 and 9.6 are again evident<br />
here. The n values after ozonation and biological filtration were larger, indicating<br />
a more brominated THM distribution. At TOC concentrations greater than 0.7<br />
mg/L, n decreased with increasing TOC. At TOC concentrations less than 0.7<br />
mg/L, n increased. Similar results were seen for FGW, shown in Figure 9.12. The<br />
n values after conventional treatment were in general lower than after ozonation and
FGW<br />
Ozonation/<br />
biological<br />
filtration<br />
7.4<br />
268<br />
36.2<br />
0.75<br />
0.26<br />
Change<br />
%<br />
-26<br />
_g<br />
31<br />
124<br />
117<br />
13<br />
O<br />
n 5<br />
s<br />
o<br />
re<br />
S'<br />
Table 9.2 Effect <strong>of</strong> ozonation and biological filtration on DBF speciation<br />
ORW<br />
PRW<br />
Conventional<br />
Parameter<br />
treatment<br />
Influent TOC (mg/L) 2.0<br />
Bromide (ug/L)<br />
132<br />
Br:TOC (ug/mg)<br />
64.7<br />
n 0.92<br />
n'<br />
0.61<br />
Ozonation/<br />
biological<br />
filtration<br />
1.4<br />
80<br />
57.1<br />
1.46<br />
0.82<br />
Change<br />
%<br />
-33<br />
-39<br />
-12<br />
60<br />
34<br />
Conventional<br />
treatment<br />
3.0<br />
80<br />
26.7<br />
0.47<br />
0.24<br />
Ozonation/<br />
biological<br />
filtration<br />
2.5<br />
80<br />
32.0<br />
1.29<br />
0.56<br />
Change<br />
%<br />
-17<br />
0<br />
20<br />
177<br />
135<br />
Conventional<br />
treatment<br />
10.0<br />
276<br />
27.6<br />
0.34<br />
0.12
772 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
biological filtration. Ozonation and biological filtration increased the bromine<br />
incorporation factor. Similar results were reported in Shukairy et al. (1994) and<br />
Koechlingetal. (1996).<br />
The effect <strong>of</strong> pretreatment on <strong>GAC</strong> effluent n' values is shown in Figure<br />
9.13 for ORW. Conventionally pretreated <strong>GAC</strong> effluent sample n' values were<br />
slightly higher than those for <strong>GAC</strong> effluent samples after optimized coagulation.<br />
The comparison is confounded however, <strong>by</strong> the fact that three <strong>of</strong> the nine HAA<br />
species are not measured when HAA6 is being determined; shifts in speciation to<br />
these species are not incorporated <strong>by</strong> n'. Below a TOC concentration <strong>of</strong> 1.0 mg/L,<br />
a direct relationship between n' and TOC was found. Again, possible shifts to the<br />
nonanalyzed HAA species, which are all brominated, at low TOC concentrations<br />
could account for this relationship. For SRPW, pretreatment did not seem to have<br />
a large effect on <strong>GAC</strong> effluent n' values, as shown in Figure 9.14.<br />
The effect <strong>of</strong> ozonation and biological filtration on <strong>GAC</strong> effluent n' values<br />
for PRW is shown in Figure 9.15. At TOC concentrations below 1.6 mg/L, n' values<br />
for both pretreatments were similar. At TOC concentrations greater than 1.6 mg/L<br />
n' values were greater after ozonation and biological filtration. For FGW, shown in<br />
Figure 9.16, there was little effect <strong>of</strong> ozonation and biological filtration on <strong>GAC</strong><br />
effluent n' values. Other researchers (Shukairy et al. 1994; Koechling et al. 1996)<br />
have shown that n' values increased after ozonation and biological filtration.<br />
Summary_________________________<br />
It is evident that treatment <strong>by</strong> <strong>GAC</strong> after conventional pretreatment in<br />
creases the Br~:TOC ratio, as well as the Br~:Q 2 ratio when chlorinating takes place<br />
at a fixed Cl ,:TOC ratio, and therefore shifts DBF speciation to the more bromosubstituted<br />
species. Although an increase in bromo-substitution as measured <strong>by</strong> the<br />
bromine incorporation factors n and n' was observed with optimized coagulation as<br />
compared to conventional treatment, the percent increases in n and n' were well<br />
predicted <strong>by</strong> the increase in Br~:TOC ratio after optimized coagulation. This<br />
indicates that DBF speciation was not affected <strong>by</strong> changes in the chemistry <strong>of</strong> NOM<br />
after optimized coagulation, but that the increased bromo-substitution was mainly<br />
a result <strong>of</strong> the change in Br~:TOC resulting from the decrease in TOC after<br />
optimized coagulation.<br />
Ozonation with biological filtration resulted in significant increases in<br />
bromine incorporation for both THMs and HAAs that were not reflected <strong>by</strong> the<br />
changes in the Br~:TOC ratio between conventional treatment and ozonation with<br />
biological filtration. In fact, ORW showed a decrease in Br~:TOC but still showed<br />
increases in both n and n'. PRW and FGW yielded increases in n and n' <strong>by</strong> factors<br />
<strong>of</strong> 8 and 4, respectively, which were greater than the increases seen inBr~:TOC.This<br />
behavior is a strong indication that ozonation and biological filtration changed the<br />
character <strong>of</strong> NOM precursors to THMs and HAAs.<br />
The results also showed that differences in pretreatment to <strong>GAC</strong>, when<br />
normalized <strong>by</strong> the effluent TOC concentration, did not have a significant impact on<br />
effluent <strong>DBP</strong> speciation. For pretreatment with optimized coagulation and with<br />
ozonation and biological filtration, most n and n' curves showed an initial increase,<br />
which may have been caused <strong>by</strong> low substrate or analytical difficulties, followed <strong>by</strong><br />
a decrease as TOC concentrations increased and yielded lower Br~:TOC ratios.
Impact <strong>of</strong> Treatment on <strong>DBP</strong> Speciation 173<br />
Scaled operation time (days)<br />
175<br />
Figure 9.1<br />
treatment<br />
<strong>GAC</strong> breakthrough <strong>of</strong> THM species in Ohio River water after conventional<br />
1<br />
o<br />
1<br />
V<br />
u<br />
o<br />
O<br />
5 -<br />
50 100 150 200<br />
250 300<br />
Scaled operation time (days)<br />
Figure 9.2 <strong>GAC</strong> breakthrough <strong>of</strong> THM species in Ohio River water after optimized<br />
coagulation
174 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
HAA species<br />
o MCAA<br />
a DCM<br />
• TCAA<br />
^5 *S<br />
2 -<br />
1 -<br />
25 50 75<br />
Scaled operation time (days)<br />
100 125<br />
Figure 9.3 <strong>GAC</strong> breakthrough <strong>of</strong> THM species in Salt River Project water after<br />
conventional treatment<br />
o<br />
100 150 200<br />
Scaled operation time (days)<br />
300<br />
Figure 9.4 <strong>GAC</strong> breakthrough <strong>of</strong> HAA species in Salt River Project water optimized<br />
coagulation
Impact <strong>of</strong> Treatment on DBF Speciation 175<br />
i<br />
•S3 o<br />
1<br />
8 O<br />
50 100<br />
Scaled operation time (days)<br />
200<br />
Figure 9.5 <strong>GAC</strong> breakthrough <strong>of</strong> THM species in Passaic River water after conventional<br />
treatment<br />
g<br />
"•4-1<br />
S<br />
O<br />
100<br />
Scaled operation time (days)<br />
150 200<br />
Figure 9.6 <strong>GAC</strong> breakthrough <strong>of</strong> THM species in Passaic River water after ozonation<br />
and biotreatment
776 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
i<br />
o MCAA<br />
Q DCAA<br />
TCAA<br />
o<br />
8<br />
o<br />
O<br />
Scaled operation time (days)<br />
Figure 9.7 <strong>GAC</strong> breakthrough <strong>of</strong> HAA species in Florida groundwater after<br />
conventional treatment<br />
2<br />
o<br />
1<br />
8<br />
10 20 30<br />
Scaled operation time (days)<br />
40<br />
Figure 9.8 <strong>GAC</strong> breakthrough <strong>of</strong> HAA species in Florida groundwater after ozonation<br />
and biotreatment
Impact <strong>of</strong> Treatment on DBF Speciation 177<br />
3.0<br />
c 2.5 H I"<br />
o Conventional treatment<br />
• Optimized coagulation<br />
? 2'°1<br />
o ••sa<br />
S 1.5 -<br />
0> 1.0 -<br />
2<br />
m 0.5 -<br />
0.0<br />
0.0 0.5<br />
1.0 1.5<br />
TOO (mg/L)<br />
2.0 2.5<br />
Wore: Data represent <strong>GAC</strong> effluent following pretreatment.<br />
Figure 9.9 Effect <strong>of</strong> treatment on THM bromine incorporation factor (n) for ORW<br />
2.5<br />
L.- 2.0 -<br />
o Conventional treatment<br />
• Optimized coagulation pretreatment<br />
3.<br />
1.5 H<br />
5<br />
I<br />
§ 1.0 -<br />
Q)<br />
1<br />
8 0.5 -<br />
m<br />
0.0<br />
0.0<br />
0.5 1.0 1.5<br />
TOC (mg/L)<br />
2.0 2.5<br />
Wore: Data represent <strong>GAC</strong> effluent following pretreatment.<br />
Figure 9.10 Effect <strong>of</strong> treatment on THM bromine incorporation factor (n) for SRPW
178 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
2.5<br />
o Conventional treatment<br />
• Ozonation and biotreatment<br />
2.0 -<br />
I C J<br />
1.5 1<br />
0)<br />
1.0 -<br />
m 0.5 -<br />
0.0<br />
0.0 0.5 1.0<br />
1.5 2.0<br />
TOC (mg/L)<br />
2.5 3.0 3.5<br />
Note: Data represent <strong>GAC</strong> effluent following pretreatment.<br />
Figure 9.11 Impact <strong>of</strong> pretreatment on THM bromine incorporation factor (n) for<br />
Passaic River water<br />
5.0<br />
4.5 -<br />
4.0 -<br />
o Conventional treatment<br />
• Ozonation and biotreatment<br />
3.5 -<br />
3.0 -<br />
2.5 -<br />
2.0-<br />
8.<br />
m<br />
1.5 -<br />
1.0 -<br />
0.5 -<br />
0.0 T-<br />
2<br />
T~<br />
6<br />
TOC (mg/L)<br />
Note: Data represent <strong>GAC</strong> effluent following pretreatment.<br />
Figure 9.12 Impact <strong>of</strong> pretreatment on THM bromine incorporation factor (n) for Florida<br />
groundwater
Impact <strong>of</strong> Treatment on <strong>DBP</strong> Speciation 179<br />
1.6<br />
1.4 -<br />
1.2 -<br />
1.0 -<br />
n 1<br />
o Conventional treatment<br />
• Optimized coagulation pretreatment<br />
0.8-<br />
c 0.6 -<br />
o><br />
E 0.4 -<br />
8<br />
CQ<br />
0.2 H<br />
0.0<br />
0.0 0.5<br />
1.0 1.5<br />
TOC (mg/L)<br />
2.0 2.5<br />
Note: Data represent <strong>GAC</strong> effluent following pretreatment.<br />
Figure 9.13 Effect <strong>of</strong> treatment on HAA bromine incorporation factor (n') for ORW<br />
1.6<br />
1.4 H<br />
n'<br />
o Conventional treatment<br />
• Optimized coagulation pretreatment<br />
g 1.0 H<br />
1 2 0.8 H<br />
c 0.6 -<br />
0)<br />
I 0.4 1<br />
8<br />
m 0.2 H<br />
0.0<br />
0.0<br />
0.5 1.0 1.5<br />
TOC (mg/L)<br />
2.0 2.5<br />
Note: Data represent <strong>GAC</strong> effluent following pretreatment.<br />
Figure 9.14 Effect <strong>of</strong> treatment on HAA bromine incorporation factor (n') for Salt River<br />
Project water
180 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
s<br />
o<br />
0.8<br />
0.6 -<br />
o Conventional treatment<br />
• Ozonation and biotreatment<br />
0.4 -<br />
Chapter 10<br />
The Impact <strong>of</strong> NOM Preloading on<br />
SOC <strong>Adsorption</strong> Behavior<br />
Even when designed and operated to remove NOM and control DBF<br />
formation, <strong>GAC</strong> can adsorb other compounds, such as SOCs, although at dimin<br />
ished capacities. Several researchers have evaluated the impact <strong>of</strong> prior exposure to<br />
NOM (preloading) on <strong>GAC</strong>'s adsorption capacity for SOCs (Sontheimeret al. 1988;<br />
Summers et al. 1989; Cummings 1992). In the referenced research, the extent and<br />
kinetics <strong>of</strong> the loss <strong>of</strong> <strong>GAC</strong> adsorption capacity (fouling) have been investigated for<br />
a wide range <strong>of</strong> <strong>GAC</strong>s and SOCs. Unfortunately, only a few sources <strong>of</strong> NOM have<br />
been examined, and most <strong>of</strong> them have been groundwaters. This chapter describes<br />
the impact <strong>of</strong> NOM preloading on the adsorption <strong>of</strong> SOCs for all six source waters<br />
used in this study.<br />
Objectives and Approach________________<br />
The objective <strong>of</strong> the work presented in this chapter was, for a range <strong>of</strong> water<br />
sources, to assess the loss <strong>of</strong> <strong>GAC</strong> adsorption capacity for a specific SOC as a result<br />
<strong>of</strong> prior exposure to NOM. The <strong>GAC</strong> was collected from the RSSCT columns at the<br />
end <strong>of</strong> the NOM adsorption runs for all six sources: LOW, MRW, ORW, PRW,<br />
SRPW, and FGW. Preloaded <strong>GAC</strong> was also collected from the pilot plant and fullscale<br />
adsorbers treating LGW and ORW, respectively, at the end <strong>of</strong> the operating<br />
life. Preloaded <strong>GAC</strong> was sampled from the bottom and top <strong>of</strong> each column so that<br />
the impact <strong>of</strong> bed depth could be examined. After the <strong>GAC</strong> was dry, and after<br />
grinding in the case <strong>of</strong> the pilot and full-scale <strong>GAC</strong>s exposed to LGW and ORW,<br />
bottle-point batch isotherms were conducted, as described in Chapter 2, to assess<br />
the residual <strong>GAC</strong> adsorption capacity for DCE. The isotherm results were then<br />
compared to determine the influence <strong>of</strong> NOM source, <strong>GAC</strong> bed depth, time <strong>of</strong><br />
preloading, and scale <strong>of</strong> preloading (RSSCT versus field scale) on adsorption <strong>of</strong><br />
DCE.<br />
A summary <strong>of</strong> the operating conditions under which the <strong>GAC</strong> was preloaded<br />
is presented in Table 10.1. TheEBCT <strong>of</strong> the pilot- or full-scale contactors was'15<br />
minutes, and that <strong>of</strong> the RSSCTs was the equivalent <strong>of</strong> 15 minutes at the pilot or full<br />
scale. The exception was the RSSCT for MRW (because <strong>of</strong> pilot test design<br />
constraints for the utility), which was designed to simulate a pilot-scale EBCT <strong>of</strong> 6.2<br />
minutes. The influent TOC concentrations ranged from 1.5 to 10.0 mg/L, and the<br />
columns were operated until 60 to 80 percent TOC breakthrough was attained. The<br />
breakthrough curves associated with these studies are shown in previous chapters.<br />
181
182 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Table 10.1 Summary <strong>of</strong> operating conditions for preloaded <strong>GAC</strong><br />
Source<br />
Influent DOC<br />
Scale (mg/L)<br />
EBCT*<br />
(minutes)<br />
Operation time<br />
(days)<br />
Throughput<br />
(bed volumes)<br />
ORW<br />
Field<br />
RSSCT<br />
2.1<br />
2.0<br />
15.0<br />
1.19(15)<br />
210<br />
150<br />
20,160<br />
14,400<br />
LGW<br />
Field '<br />
RSSCT<br />
1.5<br />
1.5<br />
15.0<br />
1.88 (15)<br />
127<br />
135<br />
12,190<br />
12,960<br />
MRW<br />
RSSCT<br />
2.7<br />
0.66 (6.2)<br />
47<br />
10,830<br />
PRW<br />
RSSCT<br />
3.0<br />
1.59(15)<br />
205<br />
19,500<br />
SRPW<br />
RSSCT<br />
2.2<br />
1.59(15)<br />
150<br />
14,500<br />
FGW<br />
RSSCT<br />
10.0<br />
2.85(15)<br />
31<br />
3,000<br />
* Values in parentheses represent equivalent large-scale EBCT.<br />
A single-solute isotherm was conducted to establish the adsorption capacity<br />
<strong>of</strong> the <strong>GAC</strong> for DCE without any competition from other cosolutes or preadsorbed<br />
compounds. In addition, a coadsorption isotherm was run with fresh <strong>GAC</strong> and DCE<br />
in the presence <strong>of</strong> PRW to determine the adsorption competition resulting from the<br />
background NOM.<br />
Results and Discussion_________________<br />
The results <strong>of</strong> the single-solute and coadsorption isotherms are shown in<br />
Figure 10.1. The results <strong>of</strong> these two isotherms, as well as the other 16 isotherms<br />
conducted for this study, were modeled using the Freundlich equation:<br />
q = KFC" (10.1)<br />
where q = the adsorbed or solid phase concentration<br />
C = liquid phase concentration<br />
Kp n = the Freundlich model coefficients<br />
Application <strong>of</strong> the Freundlich equation to the isotherm data is summarized in Table<br />
10.2. Nonlinear regression <strong>of</strong> the Freundlich equation to the data resulted in r2 values<br />
above 0.90 for all isotherms and 0.98 or above for 13 <strong>of</strong> the 18 isotherms. Theq, 00<br />
value represents the solid phase concentration at a DCE liquid phase concentration<br />
<strong>of</strong> 100 ug/L and is used to compare the isotherm results. The Freundlich coefficient<br />
KF was not used for comparison purposes because it represents the solid phase<br />
concentration at a DCE liquid phase concentration <strong>of</strong> 1 ug/L, which is not in the<br />
range <strong>of</strong> values tested in this research.
The Impact <strong>of</strong>NOM Preloading on SOC <strong>Adsorption</strong> 183<br />
Table 10.2 Comparison <strong>of</strong> <strong>GAC</strong> residual capacity for DCE<br />
Source<br />
Scale<br />
Location<br />
c<br />
(M9/L)<br />
KF<br />
n<br />
r2<br />
9100<br />
(ug DCE/g <strong>GAC</strong>)<br />
ORW<br />
Field<br />
RSSCT<br />
Top<br />
Bottom<br />
Top<br />
Bottom<br />
507<br />
507<br />
507<br />
507<br />
32<br />
63<br />
29<br />
95<br />
0.73<br />
0.65<br />
0.73<br />
0.63<br />
0.98<br />
0.97<br />
0.99<br />
0.99<br />
923<br />
1,237<br />
836<br />
1,730<br />
LGW<br />
Field<br />
RSSCT<br />
Top<br />
Bottom<br />
Top<br />
Bottom<br />
507<br />
507<br />
507<br />
507<br />
73<br />
69<br />
31<br />
92<br />
0.69<br />
0.68<br />
0.75<br />
0.57<br />
0.99<br />
0.98<br />
0.96<br />
0.99<br />
1,751<br />
1,581<br />
947<br />
1,393<br />
MRW<br />
RSSCT<br />
Top<br />
Bottom<br />
450<br />
450<br />
29<br />
66<br />
0.77<br />
0.57<br />
0.98<br />
0.95<br />
1,006<br />
911<br />
PRW<br />
RSSCT<br />
Top<br />
Bottom<br />
450<br />
450<br />
92<br />
108<br />
0.42<br />
0.47<br />
0.90<br />
0.94<br />
636<br />
932<br />
SRPW<br />
RSSCT<br />
Top<br />
Bottom<br />
450<br />
450<br />
103<br />
148<br />
0.55<br />
0.50<br />
0.99<br />
0.99<br />
1,284<br />
1,470<br />
FGW<br />
RSSCT<br />
Top<br />
Bottom<br />
450<br />
450<br />
121<br />
126<br />
0.58<br />
0.67<br />
0.99<br />
0.99<br />
1,749<br />
2,757<br />
As shown <strong>by</strong> the results in Figure 10.1 and Table 10.2, the presence <strong>of</strong> the<br />
background organic matter in PRW decreased the adsorption capacity for DCE <strong>by</strong><br />
37 percent. Other researchers have shown that in some cases the background NOM<br />
will decrease the adsorption capacity for SOCs in a coadsorption isotherm (Sontheimer<br />
et al. 1988; Cummings 1992), while in other cases the background NOM has no<br />
negative impact (Sontheimer et al. 1988; Summers et al. 1989). These differences<br />
are likely due to the strength <strong>of</strong> adsorption <strong>of</strong> the target compound relative to that<br />
<strong>of</strong> components in the background NOM.<br />
The effect <strong>of</strong> operating the RSSCT column with PRW for the equivalent <strong>of</strong><br />
205 days on the residual DCE adsorption capacity is also shown in Figure 10.1. The<br />
adsorption capacities for DCE were reduced <strong>by</strong> 84 and 77 percent for the <strong>GAC</strong> taken<br />
from the top and bottom <strong>of</strong> the RSSCT column, respectively. The residual adsorp<br />
tion capacity <strong>of</strong> the <strong>GAC</strong> from the top <strong>of</strong> the column was lower than that from the<br />
bottom because more <strong>of</strong> the "fouling" substances are removed from the background<br />
NOM at the top <strong>of</strong> the column (Summers et al. 1989).<br />
The isotherm results for <strong>GAC</strong> preloaded with ORW and LGW are shown<br />
in Figures 10.2 and 10.3, respectively. In addition to results from <strong>GAC</strong> preloaded<br />
in the RSSCT, the results from <strong>GAC</strong> preloaded in the field columns are shown. The<br />
average DCE capacity reductions were 70 and 65 percent because <strong>of</strong> preloading <strong>by</strong><br />
ORW and LGW, respectively. The <strong>GAC</strong> from the top <strong>of</strong> the LGW field column<br />
yielded unusually high values. With the exception <strong>of</strong> the pilot-scale <strong>GAC</strong> from
184 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
LOW preloading, the <strong>GAC</strong> from the top <strong>of</strong> the column generally had a lower<br />
adsorption capacity for these two waters (similar to the <strong>GAC</strong> preloaded with PRW).<br />
The preloaded <strong>GAC</strong> from the RSSCT yielded results that were very similar to those<br />
for the <strong>GAC</strong> preloaded in the field. Cummings (1992) also found this for <strong>GAC</strong> from<br />
a Florida groundwater.<br />
Figures 10.4,10.5, and 10.6 show the preloaded isotherm results for MRW,<br />
SRPW, and FGW, respectively. The <strong>GAC</strong> in all three cases was collected from the<br />
RSSCT. For SRPW and FGW, lower capacities were found for <strong>GAC</strong> from the top<br />
<strong>of</strong> the column resulting in a depth effect. The <strong>GAC</strong> preloaded with MRW was taken<br />
from a short column (EBCT = 6.2 minutes); thus, the <strong>GAC</strong> from the bottom <strong>of</strong> this<br />
column would be more equivalent to <strong>GAC</strong> from the middle <strong>of</strong> the other columns,<br />
which had EBCTs equivalent to 15 minutes. Thus, the lack <strong>of</strong> a depth effect for the<br />
<strong>GAC</strong> preloaded with MRW is understandable.<br />
To assess the impact <strong>of</strong> the time <strong>of</strong> preloading and NOM source water on<br />
the residual adsorption capacity for DCE, the relative q, 00 values were plotted as a<br />
function <strong>of</strong> throughput for the <strong>GAC</strong>s from the RSSCTs. The results are shown in<br />
Figure 10.7. The q loo values were normalized to that <strong>of</strong> the single-solute isotherm,<br />
q ss , 00, and are shown for <strong>GAC</strong> from the top <strong>of</strong> the column, as are average q )00 values<br />
<strong>of</strong> <strong>GAC</strong> from the top and bottom. For both types <strong>of</strong> q |00 values, a trend <strong>of</strong> decreasing<br />
value with increasing throughput was found. Thus, for a given contactor, longer<br />
operation times with the background NOM would yield lower residual adsorption<br />
capacities for the target SOC. Similar results have been found <strong>by</strong> others (Sontheimer<br />
etal. 1988; Summers etal. 1989; Cummings 1992). Of particular interest, this trend<br />
was independent <strong>of</strong> NOM source, which has not been shown <strong>by</strong> other researchers.<br />
The column run time or throughput was found to be dependent on influent<br />
concentration, as discussed in the other chapters.<br />
The trend shows a quick decrease in DCE capacity followed <strong>by</strong> a slow<br />
gradual decrease with time. A second-order polynomial was used to fit the preloaded<br />
isotherm results, and the value from the coadsorption isotherm was plotted with a<br />
throughput value <strong>of</strong> 700 bed volumes, which is the equivalent <strong>of</strong> the length <strong>of</strong> time<br />
the isotherm was run in terms <strong>of</strong> a 15 minute-EBCT contactor. For the average q, 00<br />
values, the results from MRW (throughput = 10,830; see Table 10.1) were lower than<br />
expected because <strong>of</strong> the short EBCT <strong>of</strong> that column. When the q, 00 values from the<br />
<strong>GAC</strong> at the top <strong>of</strong> the column are compared, the results for MRW are similar to the<br />
trend found for the other waters. No relationship between the relative adsorption<br />
capacity and operation time or mass <strong>of</strong> TOC removed was found.<br />
Summary_________________________<br />
Exposure <strong>of</strong> <strong>GAC</strong> to the background water during the removal <strong>of</strong> NOM and<br />
<strong>DBP</strong> precursors led to a loss <strong>of</strong> the <strong>GAC</strong> residual adsorption capacity for DCE. The<br />
loss in capacity was higher for preloaded <strong>GAC</strong> from the top <strong>of</strong> the column. The<br />
results from preloaded <strong>GAC</strong> from the RSSCT were similar to those found for <strong>GAC</strong><br />
from the pilot- and full-scale contactors. The residual capacity was found to<br />
decrease with operation time, expressed as throughput, and was not directly<br />
dependent on the source water.
The Impact <strong>of</strong>NOM Preloading on SOC <strong>Adsorption</strong> 185<br />
o 10000 -<br />
s<br />
o><br />
PRW<br />
A Single solute<br />
T Coadsorption<br />
0 Preloaded- top<br />
D Preloaded- bottom<br />
I 1000 -<br />
§<br />
186 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
O 10000 -<br />
LGW<br />
Single solute<br />
c 1000 -<br />
1<br />
8<br />
8<br />
• F|ekJ- top<br />
• Field- bottom<br />
0 RSSCT- top<br />
0 RSSCT- bottom<br />
Q. 100<br />
•o<br />
=5 1<br />
CO<br />
i i i i 111<br />
10<br />
1 ' I<br />
100<br />
Liquid phase concentration, C (ng DCE/L)<br />
1000<br />
Figure 10.3 Impact <strong>of</strong> preloading <strong>of</strong> Lake Gaillard water at pilot and small scale on DCE<br />
adsorption capacity<br />
o 10000 -<br />
o<br />
MRW<br />
O<br />
o<br />
I<br />
§ 1000<br />
I<br />
§8<br />
0)<br />
0 RSSCT- top<br />
D RSSCT- bottom<br />
o. 100<br />
"o<br />
CO<br />
10 100<br />
Liquid phase concentration, C (ng DCE/L)<br />
1000<br />
Figure 10.4 Impact <strong>of</strong> preloading <strong>of</strong> Mississippi River water at small scale on DCE<br />
adsorption capacity
The Impact <strong>of</strong>NOM Preloading on SOC <strong>Adsorption</strong> 187<br />
O 10000<br />
I u?<br />
O<br />
Q<br />
O)<br />
SRPW<br />
Single solute<br />
1000 -<br />
I<br />
8<br />
m CO<br />
O<br />
(O<br />
100<br />
10 .100<br />
Liquid phase concentration, C (ng DCE/L)<br />
1000<br />
0 RSSCT- top<br />
D RSSCT- bottom<br />
Figure 10.5 Impact <strong>of</strong> preloading <strong>of</strong> Salt River Project water at small scale on DCE<br />
adsorption capacity<br />
O 10000 d<br />
<<br />
O<br />
FGW<br />
O<br />
Q<br />
S cr<br />
c<br />
.2<br />
1000 -<br />
8<br />
8<br />
o><br />
CD<br />
Q.<br />
100<br />
0 RSSCT- top<br />
D RSSCT- bottom<br />
10 100<br />
Liquid phase concentration, C (ng DCE/L)<br />
1000<br />
Figure 10.6 Impact <strong>of</strong> preloading <strong>of</strong> Florida groundwater at small scale on DCE<br />
adsorption capacity
188 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Single solute<br />
T Coadsorption<br />
- Preloaded-top<br />
— Preloaded- average<br />
0.0<br />
5000 10000<br />
Throughput, BV (bed volumes)<br />
20000<br />
Figure 10.7 Correlation between solid phase DCE concentration and throughput in bed<br />
volumes for six sites
Chapter 11<br />
Relationship Among NOM<br />
Characteristics, <strong>Removal</strong> <strong>of</strong> DBF<br />
<strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> Treatment, and<br />
<strong>DBP</strong> Formation<br />
NOM is ubiquitous in source waters and is composed <strong>of</strong> a broad spectrum<br />
<strong>of</strong> organic compounds, most <strong>of</strong> which cannot be measured directly, but rather must<br />
be quantified <strong>by</strong> surrogate measures. A subset <strong>of</strong> NOM is composed <strong>of</strong> precursor<br />
compounds to DBFs; these DBFs form upon the addition <strong>of</strong> a disinfectant, such as<br />
free chlorine. Consequently, it is <strong>of</strong> great interest to understand the relationship<br />
among NOM characteristics, removal <strong>of</strong> <strong>DBP</strong> precursors <strong>by</strong> treatment, and <strong>DBP</strong><br />
formation so that the drinking water community can better understand the potential<br />
for successful application <strong>of</strong> treatment processes to reduce <strong>DBP</strong>s based upon an<br />
understanding <strong>of</strong> source water characteristics. A study sponsored <strong>by</strong> AWWARF<br />
and completed in 1992 (Owen et. al. 1992) began to address the relationship among<br />
these variables across abroad range <strong>of</strong> source waters. As an outgrowth <strong>of</strong> that effort,<br />
this project was developed to specifically address the removal <strong>of</strong> <strong>DBP</strong> precursors<br />
<strong>by</strong> <strong>GAC</strong> adsorption. During the conduct <strong>of</strong> this work, NOM characterization was<br />
performed to assist in elucidating the interrelationship among the characteristics <strong>of</strong><br />
<strong>DBP</strong> precursors, their removal <strong>by</strong> <strong>GAC</strong> adsorption, and ultimately the resulting<br />
formation <strong>of</strong> <strong>DBP</strong>s.<br />
Overview <strong>of</strong> Characterization Techniques_______<br />
The characterization work performed in this study included humic-nonhumic<br />
fractionation, molecular size fractionation, and pyrolysis GC-MS. The <strong>DBP</strong> precur<br />
sor analyses included surrogates commonly used in the water industry (TOC and<br />
UV254), and the <strong>DBP</strong>s analyzed included a host <strong>of</strong> compounds <strong>of</strong> regulatory interest,<br />
as well as those that assist in understanding the broad spectrum <strong>of</strong> halogenated <strong>DBP</strong>s<br />
that may be formed upon chlorination (e.g., TOX). Therefore, there is a significant<br />
amount <strong>of</strong> data collected in this work that may provide meaningful insight into<br />
source water characteristics and successful treatment <strong>by</strong> <strong>GAC</strong>. To account for the<br />
preferential removal <strong>of</strong> NOM compared to bromide, various fractions (humicnonhumic<br />
and molecular size fractions) were equilibrated with respect to Br~:TOC<br />
ratio in this research to minimize the impact <strong>of</strong> variations in that ratio.<br />
189
790 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
As discussed in Chapter 2, pyrolysis GC-MS is a relatively new analytical<br />
technique that directly measures the fragments <strong>of</strong> compounds that have been<br />
pyrolyzed. An evaluation <strong>of</strong> the pyrolyzed fragments lends insight into the nature<br />
and composition <strong>of</strong> the parent compounds. When coupled with DBF analyses<br />
resulting from the chlorination <strong>of</strong> the parent material, the pyrolysis GC-MS<br />
technique has the potential to evaluate "markers" that may indicate parent material<br />
that is responsible for specific DBF formation.<br />
Detailed discussions <strong>of</strong> the effect <strong>of</strong> pretreatment and <strong>GAC</strong> adsorption on<br />
humic-nonhumic fractionation and molecular size fractionation are presented in<br />
Chapters 5 and 7. A summary <strong>of</strong> these results will be presented here. In addition, the<br />
results <strong>of</strong> pyrolysis GC-MS analyses on various samples <strong>of</strong> raw and treated water<br />
will be discussed in this chapter. These results, together with data on DBF formation<br />
in treated and untreated waters, provide insight into the relationship among NOM,<br />
DBF precursor removal <strong>by</strong> <strong>GAC</strong> treatment, and DBF formation.<br />
Molecular Size Fractionation___________________<br />
The intermediate MS fraction (500 to 3,000) dominated the MS distribution<br />
in the raw water samples analyzed during this research. Most waters were equally<br />
distributed between the largest (MS >3,000) and the smallest (MS 3,000 MS fraction was removed and the other<br />
fractions were not effectively impacted. After <strong>GAC</strong> treatment, the nonadsorbable<br />
fraction was composed entirely <strong>of</strong>
NOM Characteristics, <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong>, and DBF Formation 191<br />
Ozonation and biptreatment resulted in a decrease in the intermediate MS<br />
fraction. Ozonation has been shown to cause a shift toward the small MS fraction<br />
(Koechling et al. 1996). These small MS compounds are then easily degraded. Thus,<br />
ozonation likely caused a decrease in the intermediate and large MS fractions, while<br />
biotreatment removed the more substantial small MS fraction. The intermediate MS<br />
fractions was shown (in Chapter 5) to be better adsorbed than the small and large<br />
MS fraction. Thus, decreasing this fraction and increasing the more poorly adsorbed,<br />
large MS fractions could contribute to the earlier <strong>GAC</strong> breakthrough seen after<br />
ozonation and biotreatment.<br />
Humic-Nonhumic Fractionation______________<br />
DOC fractionation for the six raw waters examined during this research<br />
indicated humic fractions in the range <strong>of</strong> 53 to 75 percent (a slight dominance over<br />
the nonhumic fraction). The relative percent composition <strong>of</strong> each fraction was<br />
dependent on the water source. FGW was the most humic in nature (75 percent <strong>of</strong><br />
the DOC was found in the humic fraction), while SRPW was the least humic in<br />
nature (53 percent). The effect <strong>of</strong> pretreatment and <strong>GAC</strong> treatment on the NOM was<br />
very similar for all six waters. DOC removal <strong>by</strong> the various pretreatment processes<br />
ranged from 15 to 45 percent and resulted in a major shift from humic to nonhumic<br />
material (the nonhumic fraction <strong>of</strong> the treated waters ranged from 56 to 67 percent<br />
<strong>of</strong> the total DOC). As evidenced <strong>by</strong> the <strong>GAC</strong> effluent samples collected during the<br />
initial portion <strong>of</strong> the breakthrough curves, the nonadsorbable fractions were<br />
composed nearly entirely <strong>of</strong> the nonhumic fraction; the humic fraction was virtually<br />
completely removed. With time, the nonhumic fraction broke through rapidly, while<br />
the humic fraction continued to be better removed. The nonhumic fraction break<br />
through reached a plateau, while further increases in effluent DOC concentrations<br />
were observed as a result <strong>of</strong> the breakthrough <strong>of</strong> the humic fraction.<br />
The specific TTHM yield <strong>of</strong> the humic fraction <strong>of</strong> either the raw or<br />
conventionally treated water was only slightly higher than that <strong>of</strong> the nonhumic<br />
fraction. After <strong>GAC</strong> treatment, no systematic differences could be found. This is<br />
significant in that most researchers have historically considered the humic fraction<br />
to be more problematic from a standpoint <strong>of</strong> DBF yield; consequently, more<br />
attention has been focused on removal <strong>of</strong> the humic fraction. Recent work (Owen<br />
et. al., 1992) has recognized the importance <strong>of</strong> the nonhumic fraction in DBF<br />
formation, but attempts to quantify the comparison <strong>of</strong> DBF yields between humic<br />
and nonhumic fractions was confounded <strong>by</strong> varying Br~:TOC ratios. Consequently,<br />
this research represents the first work indicating comparable yields between humic<br />
and nonhumic fractions under equilibrated Br":TOC ratios.<br />
For the two waters examined (ORW and SRPW), optimized coagulation<br />
removed a fraction <strong>of</strong> the TOC present after conventional treatment. For ORW, both<br />
humic and nonhumic fractions were affected about equally, while for SRPW the<br />
nonhumic fraction was preferentially removed. Other research has shown that<br />
coagulation usually preferentially removes the humic fraction over the nonhumic<br />
fraction (Semmens and Staples 1986; Collins et al. 1986; Dryfuse et al. 1995).<br />
For the three waters studied (ORW, PRW, and FGW), ozonation and<br />
biotreatment resulted in a shift in NOM composition. Ozonation and biotreatment<br />
yielded NOM that was more nonhumic than humic in nature, especially for ORW
792 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
and PRW, for which the nonhumic fractions were 59 and 70 percent, respectively.<br />
This shift to more <strong>of</strong> the less adsorbable compounds explains the earlier break<br />
through for ORW and PRW after ozonation and biotreatment. This type <strong>of</strong><br />
pretreatment resulted in a decrease in the TOC concentration <strong>of</strong> the <strong>GAC</strong> influent.<br />
If the decrease in TOC is not accompanied <strong>by</strong> a change in the chemical makeup <strong>of</strong><br />
the water, the reduced influent concentration should increase the run time before a<br />
given effluent criterion is reached. An increase in the nonhumic content <strong>of</strong> NOM<br />
will result in a decrease in adsorbability <strong>of</strong> the NOM. Thus, it is postulated that the<br />
change in NOM makeup decreased the benefit associated with a decrease in influent<br />
concentration. This effect, however, was not observed for FGW. FGW was highly<br />
humic in nature prior to treatment. Even after ozonation and biotreatment, 46<br />
percent <strong>of</strong> the DOC was still humic in nature. Thus, decreasing the influent<br />
concentration outweighed the change in humic-nonhumic composition.<br />
The Role <strong>of</strong> TOC and UV254________________<br />
The comparisons <strong>of</strong> relative breakthrough curves for TOC, UV., 54 , and DBF<br />
precursors for ORW, MRW, PRW, SRPW, and FGW are shown in Figures 11.1 to<br />
11.5. The results shown are for the RSSCT. TOC and UV254 were used to<br />
characterize NOM breakthrough, and TOX, TTHM, HAA6, and CH precursor<br />
breakthrough were assessed under UFC. For ORW, HAA6 precursors had the<br />
earliest breakthrough <strong>of</strong> the measured <strong>DBP</strong> precursors; CH precursors broke<br />
through latest, and the other two parameters were found in between. For the<br />
remaining four waters, TTHM precursors broke through earliest, and the relative<br />
breakthrough patterns for <strong>DBP</strong> precursors were similar to those for ORW.<br />
For ORW, TOC can be used as a conservative indicator <strong>of</strong> the breakthrough<br />
<strong>of</strong> <strong>DBP</strong> precursors after 35 percent breakthrough. In the early portions <strong>of</strong> the<br />
breakthrough curve, HAA6 precursor breakthrough was more rapid than TOC<br />
breakthrough. For PRW, SRPW, and FGW, TOC broke through earliest and thus<br />
can also be used as a conservative indicator <strong>of</strong> <strong>DBP</strong> precursor breakthrough. An<br />
exception to this was observed for MRW, for which a <strong>DBP</strong> precursor broke through<br />
earlier than TOC (Figure 11.2). One possible reason for this anomaly could be the<br />
short EBCT used during the testing <strong>of</strong> this water compared to others.<br />
Pyrolysis GC-MS_____________________<br />
Six source waters and associated influents and effluents <strong>of</strong> <strong>GAC</strong> have been<br />
analyzed <strong>by</strong> PY-GC-MS. The following is a summary <strong>of</strong> observations related to PY-<br />
GC-MS analysis. These analyses showed in general that the humic fraction <strong>of</strong> NOM<br />
is not necessarily aromatic in nature as is commonly believed. Only two <strong>of</strong> the six<br />
waters analyzed (LGW and FGW) indicated a more aromatic nature <strong>of</strong> the humic<br />
fractions. In many cases in this study, the humic and nonhumic fractions had similar<br />
percentages and showed similar chemical signatures.
NOM Characteristics, <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong>, and DBF Formation 193<br />
Raw <strong>Water</strong> Characteristics<br />
Three <strong>of</strong> the six surface waters evaluated <strong>by</strong> PY-GC-MS were found to be<br />
industrially impacted: MRW, ORW, and PRW. Although each water possessed<br />
distinct features, there were three features as characterized <strong>by</strong> PY-GC-MS that were<br />
common to these waters. In each <strong>of</strong> these raw waters, benzonitrile and benzoic acid<br />
were detected at relatively significant levels. These pyrolysis fragments are thought<br />
to be markers <strong>of</strong> industrial discharge and may be derived from aromatic polyamides<br />
or phthalic-based polymers. Each <strong>of</strong> these waters showed relatively strong halogenated<br />
signatures. These results suggest that, in general, industrially impacted waters<br />
had much higher levels <strong>of</strong> halogenated organic material than nonindustrially<br />
impacted waters and that halo-substituted fragments in combination with benzonitrile<br />
and benzoic acid may be good markers for industrial and wastewater discharge. The<br />
pyrolysis fingerprints <strong>of</strong> all <strong>of</strong> these waters lacked a biological signature, such as<br />
fragments associated with biopolymers.<br />
The other three source waters—LGW, SRPW, and FGW—were not ex<br />
pected to show signs <strong>of</strong> industrial impact. LGW represented a high-quality surface<br />
water. The proposed industrial markers <strong>of</strong> benzonitrile and benzoic acid were not<br />
detected in any <strong>of</strong> these waters. Although minor peaks <strong>of</strong> halo-substituted fragments<br />
were detected in these samples, only in SRPW were they identified in the raw water.<br />
In the two surface water samples, LGW and SRPW, biological signatures were<br />
evident based on the variety <strong>of</strong> fragments identified and the presence <strong>of</strong> fragments<br />
typical <strong>of</strong> biopolymeric parent material (e.g., polysaccharides, proteins).<br />
Seasonal samples indicated similar organic characteristics; however, the<br />
relative proportions <strong>of</strong> different markers varied from season to season. All <strong>of</strong> the<br />
seasonal samples were characterized <strong>by</strong> very strong halogenated signatures. For the<br />
most part, the chemical signatures were dominated <strong>by</strong> markers <strong>of</strong> industrial or<br />
wastewater discharge and there was a general absence <strong>of</strong> biological markers. Halosubstituted<br />
fragments were the more prominent fragments in the winter samples,<br />
and benzonitrile became a major industrial marker in the spring and summer<br />
samples.<br />
Effect <strong>of</strong> Coagulation<br />
The effect <strong>of</strong> enhanced or optimized coagulation on <strong>GAC</strong> performance and<br />
<strong>DBP</strong> yield was studied for two waters: ORW and SRPW. For ORW, enhanced<br />
coagulation increased TOC removal to 31 percent (compared to 5 percent with<br />
conventional treatment). The residual organic matrix <strong>of</strong> the sample pretreated <strong>by</strong><br />
enhanced coagulation was predominantly halogenated, as was the organic matrix <strong>of</strong><br />
the conventionally pretreated sample. There were, however, a number <strong>of</strong> notable<br />
differences between the chemical fingerprints <strong>of</strong> the two pretreatment types. The<br />
enhanced coagulated water appeared to have very little acetic acid and acetaldehyde<br />
present, a slightly greater percentage <strong>of</strong> brominated fragments, and mostly earlyeluting<br />
fragments in contrast to the conventionally treated sample. The organic<br />
quality <strong>of</strong> the <strong>GAC</strong> breakthrough samples in the enhanced coagulation experiments<br />
also showed differences with respect to conventional pretreatment. Enhanced<br />
coagulation pretreatment produced a matrix in the <strong>GAC</strong> breakthrough samples<br />
having a different chemical signature, as evidenced <strong>by</strong> the strong presence <strong>of</strong><br />
acetaldehyde and lesser relative evidence <strong>of</strong> acetic acid and formic acid. Significant
194 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
improvement in <strong>GAC</strong> performance with optimized coagulation pretreatment was<br />
observed and could be partially attributed to quality differences revealed <strong>by</strong> PY-<br />
GC-MS.<br />
In general, the nonadsorbable fraction <strong>of</strong> the NOM was very difficult to<br />
analyze <strong>by</strong> PY-GC-MS for a number <strong>of</strong> reasons. The organic material present at this<br />
early breakthrough point is typically characterized <strong>by</strong> low molecular weights and<br />
thus is poorly suited to a method tailored to nonvolatile, macromolecular material.<br />
These samples had very low TOC values, which required concentrating large<br />
volumes (10-20 L) <strong>of</strong> water to obtain sufficient organic material to analyze. This<br />
also resulted in concentrating large quantities <strong>of</strong> inorganic salts, which can possibly<br />
result in a variety <strong>of</strong> interferences. Despite these difficulties, some very general<br />
trends are visible among the data for the nonadsorbable fraction. For most samples,<br />
the nonadsorbable NOM was characterized <strong>by</strong> a major peak <strong>of</strong> acetic acid. A notable<br />
exception to this was LGW, which was primarily aromatic but showed a shift in<br />
fragment dominance from phenol top-cresol. In a number <strong>of</strong> instances, a significant<br />
halogenated signature emerged. It is thought that PY-GC-MS is particularly<br />
sensitive to halogenated macromolecular material, especially in the absence <strong>of</strong> other<br />
macromolecular compounds.<br />
Effect <strong>of</strong> Ozone and Bi<strong>of</strong>iltration<br />
The effect <strong>of</strong> ozone and bi<strong>of</strong>iltration on <strong>GAC</strong> performance and <strong>DBP</strong> yield<br />
was studied for three waters: ORW, PRW, and FGW. For ORW, the chemical<br />
characteristics <strong>of</strong> the organic matrix pretreated <strong>by</strong> ozonation and bi<strong>of</strong>iltration were<br />
remarkably altered in comparison to conventional treatment or enhanced coagula<br />
tion. This pretreatment strategy produced a pyrolysis fingerprint bearing a much<br />
reduced halogenated character. The major fragments were acetaldehyde and acetic<br />
acid, and the predominant chemical class was aliphatic. These same characteristics<br />
were carried throughout the various <strong>GAC</strong> breakthrough samples such that the<br />
halogenated fraction was never the predominant fraction <strong>of</strong> pyrolysis fragments.<br />
For PRW, the chemical classification <strong>of</strong> PY-GC-MS data for ozonation and<br />
bi<strong>of</strong>iltration pretreatment, however, was similar to that <strong>of</strong> conventional pretreat<br />
ment. Although there was a decrease in the number and proportion <strong>of</strong> halosubstituted<br />
pyrolysis fragments with ozonation and biotreatment, the group <strong>of</strong> major<br />
peaks (dichloroacetonitrile, acetic acid, trichlorobenzene) remained unchanged.<br />
The relative increase in the nonhumic fraction may be associated with the relative<br />
decrease in the halogenated class <strong>of</strong> fragments. Although the TOC removals<br />
produced <strong>by</strong> ozonation and bi<strong>of</strong>iltration were similar for ORW and PRW, the<br />
behavior <strong>of</strong> the halogenated fraction differed. While in the case <strong>of</strong> both waters the<br />
halo-substituted signature was diminished and simplified at the first two break<br />
through points, a single halogenated fragment, dichloroacetonitrile, composed most<br />
<strong>of</strong> the halo-substituted character <strong>of</strong> the PRW samples; this peak was the major peak<br />
at complete breakthrough.<br />
For FGW, the chemical nature remained primarily aromatic, but in com<br />
parison to conventional treatment it had slightly greater aliphatic character. With<br />
<strong>GAC</strong> adsorption, the chemical signature <strong>of</strong> this water became aliphatic. Yet, even<br />
at complete breakthrough, the organic quality <strong>of</strong> the <strong>GAC</strong> effluent produced <strong>by</strong><br />
ozonation and biotreatment was greatly modified in comparison to the influent<br />
quality and in contrast to that observed in the case <strong>of</strong> conventional pretreatment; in
NOM Characteristics, <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong>, and DBF Formation 195<br />
the latter case, at complete breakthrough, the water was very similar to the <strong>GAC</strong><br />
influent and highly aromatic. This observation suggests that the humic material <strong>of</strong><br />
FGW broke through less readily than in the case <strong>of</strong> conventional pretreatment; this<br />
may correspond to the reported significant improvement in <strong>GAC</strong> performance for<br />
ozonation and pretreatment <strong>of</strong> FGW.
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Chapter 12___________<br />
Evaluation <strong>of</strong> Design Criteria<br />
and Costs<br />
The operation <strong>of</strong> a <strong>GAC</strong> process in a treatment facility is primarily<br />
controlled <strong>by</strong> the breakthrough characteristics <strong>of</strong> the contaminant <strong>of</strong> concern and the<br />
relevant treated water quality goal. NOM breakthrough, in terms <strong>of</strong> DBF precursor<br />
compounds and chlorinated DBFs, has been discussed in previous chapters <strong>of</strong> this<br />
report, as have the effects <strong>of</strong> pretreatment and operating characteristics (i.e., EBCT,<br />
blending, and backwashing) on <strong>GAC</strong> adsorption.<br />
This chapter presents design criteria and conceptual treatment costs for<br />
implementing <strong>GAC</strong> at four <strong>of</strong> the participating utilities treating FGW, ORW, PRW,<br />
and SRPW, respectively. Conceptual cost estimates for pretreatment to optimize<br />
<strong>GAC</strong> contactor operation are also presented in this chapter. The chapter concludes<br />
with a discussion <strong>of</strong> cost implications related to the benefits <strong>of</strong> pretreatment in<br />
reducing overall facility costs for implementing <strong>GAC</strong> treatment.<br />
<strong>GAC</strong> Design Parameters_________________<br />
A <strong>GAC</strong> treatment process includes several facility components, including<br />
<strong>GAC</strong> contactors, media backwashing, storage for fresh and spent carbon, and<br />
pumping to the <strong>GAC</strong> contactors. Depending on the size <strong>of</strong> the treatment plant,<br />
carbon reactivation also may be required. In full-scale applications, reactivation is<br />
achieved <strong>by</strong> thermal methods, typically with multiple-hearth incinerators. Conse<br />
quently, on-site reactivation requires facilities for transporting spent and reacti<br />
vated carbon, carbon dewatering, and <strong>of</strong>f-gas treatment.<br />
The capital cost for the <strong>GAC</strong> process is a function <strong>of</strong> the treatment plant<br />
flow and the relative size <strong>of</strong> the contactor (i.e., EBCT). Operation and maintenance<br />
costs for the <strong>GAC</strong> facility also depends on the plant production rate and the rate at<br />
which spent carbon needs to be replaced or reactivated (i.e., carbon usage rate).<br />
Because the CUR determines the amount <strong>of</strong> carbon that must be reactivated, this<br />
parameter also determines the capital cost for the <strong>GAC</strong> reactivation facilities.<br />
Pretreatment (e.g., optimized coagulation; ozone and bi<strong>of</strong>iltration) can<br />
reduce the CUR, there<strong>by</strong> reducing the capital and O&M costs for the <strong>GAC</strong><br />
reactivation facility, as well as O&M costs for the <strong>GAC</strong> facility. The capital and<br />
O&M costs for pretreatment are functions <strong>of</strong> plant production rate and the design<br />
criteria for pretreatment.<br />
199
200 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Empty Bed Contact Time<br />
The EBCT is a measure <strong>of</strong> the volume <strong>of</strong> a carbon contactor, expressed in<br />
terms <strong>of</strong> the retention time in an empty contactor at design flow. Consequently, the<br />
EBCT is in direct proportion to the volume <strong>of</strong> carbon in a contactor, and longer<br />
EBCTs translate to larger contactors. Short EBCTs can be advantageous for welladsorbing<br />
specific micropollutants to reduce competition effects from other organics<br />
that may adsorb deeper in the <strong>GAC</strong>. Longer EBCTs are necessary to capture<br />
organic material that is more poorly adsorbed, which may nevertheless be problem<br />
atic. Because <strong>of</strong> the heterogeneous nature <strong>of</strong> NOM and the potential for DBF<br />
precursor material to be composed <strong>of</strong> a range <strong>of</strong> organics with varying adsorption<br />
characteristics, research for and application <strong>of</strong> <strong>GAC</strong> adsorption for DBF precursor<br />
material have typically focused on EBCTs between 10 and 20 minutes. As discussed<br />
in Chapter 6, experimental studies as a part <strong>of</strong> this research were limited to three<br />
EBCTs: 10 minutes, 15 minutes, and 20 minutes.<br />
The selection <strong>of</strong> EBCT may also be dependent upon the desired frequency<br />
<strong>of</strong> reactivation. For specific source water conditions, longer EBCTs will typically<br />
result in longer operation cycles and less frequent reactivation. Consequently, a<br />
system may increase EBCT to reduce the reactivation frequency and replacement<br />
<strong>of</strong> carbon in a contactor. The reactivation frequency, however, should not be<br />
confused with CUR. The CUR measures the capacity <strong>of</strong> carbon to adsorb organics<br />
from a water; consequently, it is related to both the EBCT and reactivation<br />
frequency as described in the following section. Therefore, although increasing the<br />
EBCT may decrease the reactivation frequency, it is entirely possible that the CUR<br />
will not change and that consequently the amount <strong>of</strong> carbon to be reactivated can<br />
remain constant. On the other hand, increasing the EBCT may decrease the CUR,<br />
thus permitting a reduction in reactivation frequency proportionally greater than the<br />
ratio <strong>of</strong> the EBCTs. Under these circumstances, cost trade-<strong>of</strong>fs can be considered<br />
between increasing EBCT and reducing the size <strong>of</strong> the reactivation facilities.<br />
Carbon Usage Rate<br />
As stated previously, the CUR represents the amount <strong>of</strong> <strong>GAC</strong> needed to<br />
treat a unit volume <strong>of</strong> water satisfying the finished water quality goal. CUR can be<br />
determined using the following formula which is based upon the length <strong>of</strong> time<br />
along the breakthrough curve for which the finished water quality is at or below the<br />
target level:<br />
CUR = EBCT. 28. 1,000,000<br />
T. 1,440 .7.48<br />
where CUR = carbon usage rate (Ib/mil gal)<br />
EBCT = empty bed contact time (minutes)<br />
28 = density <strong>of</strong> <strong>GAC</strong> (Ib/ft3)(= 0.45 g/cm 3 )<br />
1,000,000 = conversion factor (1,000,000 gal = 1 mil gal [3,785 m 3])<br />
T = breakthrough time (days)<br />
1,440 = conversion factor (1,400 minutes = 1 day)<br />
7.48 = conversion factor (7.48 gal = 1 ft3 [0.028 m 3])
Evaluation <strong>of</strong> Design Criteria and Costs 201<br />
Relevant breakthrough times for a given source water can be estimated from<br />
the results <strong>of</strong> a single-contactor RSSCT experiment. To represent a realistic mode<br />
<strong>of</strong> operation, however, the single-contactor results can be transformed into a<br />
blended effluent breakthrough curve. Mathematically simulated blended effluent<br />
breakthrough curves can be used to estimate CUR values that are more representa<br />
tive <strong>of</strong> those found in full-scale applications.<br />
Effect <strong>of</strong> Pretreatment<br />
<strong>Removal</strong> <strong>of</strong> contaminants prior to <strong>GAC</strong> treatment is expected to result in<br />
longer contactor operation prior to reactivation. Pretreatment <strong>of</strong> the source water to<br />
remove TOC and DBF precursors is also expected to result in lower CUR values<br />
compared to water that has not been pretreated. It should be noted, however, that the<br />
breakthrough curves developed during this study were based upon settled or filtered<br />
water from the participating utilities. For this reason, all the waters used for the<br />
RSSCT evaluation were pretreated using the existing treatment scheme (conven<br />
tional coagulation, flocculation, sedimentation, and filtration). Further optimiza<br />
tion for the removal <strong>of</strong> TOC and DBF precursors was studied <strong>by</strong> additional treatment<br />
<strong>of</strong> the settled or filtered water through the application <strong>of</strong> coagulant or <strong>by</strong> treat<br />
ment <strong>of</strong> the water with ozone and biotreatment, as discussed in Chapters 7 and 8,<br />
respectively.<br />
From a cost standpoint, the benefit <strong>of</strong> pretreatment is dependent upon<br />
whether the cost <strong>of</strong> the pretreatment is <strong>of</strong>fset <strong>by</strong> the reduction in <strong>GAC</strong> facility costs.<br />
In this chapter, the <strong>GAC</strong> facility costs with conventional pretreatment alone are<br />
compared with the costs <strong>of</strong> a <strong>GAC</strong> facility plus optimized coagulation or ozone with<br />
biotreatment, as practiced in this research effort, to determine whether pretreatment<br />
lowers overall facility costs for implementing <strong>GAC</strong> treatment.<br />
Determination <strong>of</strong> Design Criteria____________<br />
Breakthrough characteristics for TOC and chlorinated DBFs for various<br />
source waters were used to determine the CUR estimates for the participating<br />
utilities. Three different EBCT values (10, 15, and 20 minutes) were evaluated<br />
during the testing under pretreatment conditions currently used at each utility. The<br />
effect <strong>of</strong> pretreatment was evaluated for selected utilities for one EBCT value (15<br />
minutes). The following text presents a discussion <strong>of</strong> the water quality goals<br />
selected for the development <strong>of</strong> the design criteria and an estimate <strong>of</strong> CURs for<br />
various <strong>GAC</strong> treatment scenarios at the participating utilities.<br />
<strong>Water</strong> Quality Goals<br />
<strong>Water</strong> quality goals were selected to reflect the regulatory agenda <strong>of</strong> the<br />
USEPA. Proposed THM and HAA5 MCLs for Stage 2 <strong>of</strong> the D-<strong>DBP</strong> Rule were<br />
used as goals for the chlorinated DBFs. The Stage 2 goals were selected for two<br />
reasons: (1) the treatability studies in the ICR are based, in part, upon determining<br />
the design criteria and associated costs for systems to meet potential Stage 2<br />
requirements using <strong>GAC</strong> treatment; and (2) the Stage 1 MCLs are sufficiently high
202 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
that operating times to breakthrough could not reliably be determined for three <strong>of</strong><br />
the four waters tested. The Stage 2 proposed MCLs for TTHM and HAAS are<br />
40 ug/L and 30 ug/L, respectively. It is recognized, however, that these MCLs are<br />
"placeholders" subject to renegotiation in the future.<br />
The selected goal for TOC is 1.0 mg/L. Again, a value <strong>of</strong> 2.0 mg/L has more<br />
regulatory relevance for the Stage 1 D-<strong>DBP</strong> Rule, in that enhanced coagulation, a<br />
treatment technique to remove DBF precursors in conventional treatment, is not<br />
required if the treated water TOC prior to continuous disinfection is less than 2.0<br />
mg/L. Similar to the case with DBFs, however, a treatment goal <strong>of</strong> 2.0 mg/L did not<br />
permit reliable estimates <strong>of</strong> operating times for three <strong>of</strong> the four waters evaluated.<br />
A 20 percent factor <strong>of</strong> safety was used to determine the maximum allow<br />
able values <strong>of</strong> these parameters. This safety factor, typical <strong>of</strong> what is used in<br />
practice, allows for operational variation and was endorsed <strong>by</strong> the water industry as<br />
an acceptable margin <strong>of</strong> safety during the regulatory negotiations for the D-<strong>DBP</strong><br />
Rule. As a result, the following were selected as the target parameter values after<br />
<strong>GAC</strong> treatment:<br />
• TOC = 0.8 mg/L<br />
• TTHM =32 ug/L<br />
• HAA5 =24 ug/L<br />
Single Contactor Breakthrough Curves<br />
Table 12.1 summarizes the single-contactor breakthrough times for reach<br />
ing the target TOC, THM, and HAA5 concentrations for the participating utilities.<br />
A logistic equation <strong>of</strong> the following form was used to fit the experimental data:<br />
f"(t) - ——— -r (12.2)<br />
"<br />
where A, B, and C are fitting parameters and t is breakthrough time.<br />
Equation 12.2 can be rearranged to show breakthrough time (t) as a function<br />
<strong>of</strong> effluent concentration (f(t)), which can be used to determine the breakthrough<br />
time in (days) for a given effluent concentration. The restructured equation is as<br />
follows:<br />
t = -_ «in<br />
C<br />
1 ( A<br />
-1 (12.3)<br />
B lf(t)<br />
Equation 12.3 was used to estimate the value <strong>of</strong>t, shown in the "scaled days"<br />
column in Table 12.1, for the single-contactor breakthrough curves. Corresponding<br />
estimates <strong>of</strong> CUR (using Equation 12.1) are also shown in Table 12.1.
Evaluation <strong>of</strong> Design Criteria and Costs 203<br />
Table 12.1 Estimates <strong>of</strong> CURs for the participating utilities<br />
Utility name<br />
Pretreatment<br />
type<br />
Controlling<br />
parameter and<br />
influent concentration<br />
EBCT<br />
(minutes)<br />
Scaled days<br />
Single<br />
Blended<br />
CUR (Ib/mil gal)<br />
Single<br />
Blended<br />
Cincinnati <strong>Water</strong><br />
Works<br />
Conventional<br />
coagulation<br />
TOC: 2.0 mg/L<br />
THM: 86 ug/L<br />
10<br />
15<br />
20<br />
10<br />
15<br />
20<br />
66<br />
80<br />
139<br />
64<br />
87<br />
146<br />
149<br />
169<br />
328<br />
248<br />
183<br />
876<br />
393<br />
490<br />
375<br />
404<br />
447<br />
357<br />
175<br />
231<br />
158<br />
105<br />
213<br />
59<br />
Optimized<br />
coagulation<br />
TOC: 1 .5 mg/L<br />
THM: 58 ug/L<br />
15<br />
15<br />
214<br />
241<br />
348<br />
1,046<br />
182<br />
162<br />
112<br />
37<br />
Ozone and<br />
biotreatment<br />
TOC: 1 .4 mg/L<br />
15<br />
104<br />
505<br />
377<br />
77<br />
City <strong>of</strong> Phoenix<br />
Conventional<br />
coagulation<br />
TOC: 2.3 mg/L<br />
THM: 71 ug/L<br />
10<br />
15<br />
20<br />
10<br />
15<br />
42<br />
83<br />
103<br />
56<br />
103<br />
104<br />
178<br />
208<br />
281<br />
363<br />
615<br />
470<br />
503<br />
463<br />
378<br />
250<br />
219<br />
251<br />
93<br />
107<br />
Optimized<br />
coagulation<br />
TOC: 1 .7 mg/L<br />
15<br />
155<br />
382<br />
251<br />
102<br />
Passaic Valley<br />
<strong>Water</strong><br />
Commission<br />
Conventional<br />
coagulation<br />
TOC: 3.2 mg/L<br />
10<br />
15 '<br />
20<br />
34<br />
63<br />
68<br />
63<br />
116<br />
128<br />
756<br />
616<br />
762<br />
415<br />
335<br />
408<br />
THM: 85 ug/L<br />
10<br />
15<br />
20<br />
50<br />
94<br />
94<br />
99<br />
199<br />
188<br />
525<br />
417<br />
553<br />
264<br />
196<br />
277<br />
HAAS: 57 ug/L<br />
10<br />
15<br />
144<br />
143<br />
394<br />
401<br />
181<br />
272<br />
66<br />
97<br />
Ozone and<br />
biotreatment<br />
TOC: 2.5 mg/L<br />
THM: 57 ug/L<br />
15<br />
15<br />
45<br />
172<br />
87<br />
487<br />
874<br />
226<br />
450<br />
80<br />
Florida Cities<br />
Conventional<br />
coagulation<br />
TOC: 7.4 mg/L<br />
15<br />
20<br />
4<br />
8<br />
7<br />
14<br />
10,056<br />
6,695<br />
5,410<br />
3,774<br />
THM: 238 ug/L<br />
10<br />
15<br />
20<br />
4<br />
6<br />
11<br />
8<br />
12<br />
19<br />
5,999<br />
6,003<br />
4,605<br />
3,284<br />
3,293<br />
2,712<br />
HAAS: 128 ug/L<br />
10<br />
15<br />
20<br />
12<br />
15<br />
21<br />
21<br />
24<br />
36<br />
2,125<br />
2,685<br />
2,476<br />
1,243<br />
1,593<br />
1,439<br />
Ozone and<br />
biotreatment<br />
TOC: 10 mg/L<br />
15<br />
13<br />
21<br />
3,062<br />
1,826
204 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Effect <strong>of</strong> Blending From Multiple Contactors<br />
As discussed earlier, blending <strong>of</strong> effluent from multiple parallel <strong>GAC</strong><br />
contactors decreases the CUR values for satisfying a given water quality target. The<br />
mathematical approach described in Chapter 6 was used to transform the singlecontactor<br />
breakthrough curves (Equation 12.2) into blended effluent curves. As<br />
discussed in Chapter 6, blended effluent breakthrough curve can be represented <strong>by</strong><br />
f - -Jf(t) dt (12.4)<br />
Substituting Equation 12.2 for f(t) in the preceding equation and performing<br />
integration, one obtains the following equation for the blended effluent break<br />
through curve results:<br />
f = A + -^- • ln(l + B • e~C * l ) - — • ln(l + B) (12.5)<br />
Equation 12.5 is transcendental (no direct solution for t); at very small values <strong>of</strong> t,<br />
which are not representative <strong>of</strong> <strong>GAC</strong> applications, it will predict an increase in the<br />
blended effluent concentrations (resulting from the presence <strong>of</strong> t in the denomina<br />
tor). This equation can be solved <strong>by</strong> trial and error for a target blended concentration<br />
to determine the breakthrough time to achieve the target. Breakthrough times and<br />
CURs for the blended effluent curve, calculated using these equations, are summa<br />
rized in Table 12.1.<br />
It should be noted that the underlying assumption in the derivation <strong>of</strong> the<br />
blended effluent equation is that the multiple contactors will be placed on-line (with<br />
fresh <strong>GAC</strong>) at equal intervals. If the frequency <strong>of</strong> placing a new contactor on-line<br />
is held constant, the actual concentration from the set <strong>of</strong> parallel contactors will<br />
fluctuate around the value <strong>of</strong> the target concentration with a mean value equal to the<br />
target concentration. The amplitude <strong>of</strong> fluctuation will depend on the number <strong>of</strong><br />
contactors.<br />
Cost Curve Development________________<br />
A computer program generated <strong>by</strong> Culp-Wesner-Culp (CWC Engineering<br />
S<strong>of</strong>tware, San Clemente, CA) was used to develop costs for <strong>GAC</strong> and pretreatment<br />
processes. The process components for the <strong>GAC</strong> and pretreatment options, along<br />
with the design parameters and the appropriate assumptions required for executing<br />
the CWC s<strong>of</strong>tware, are outlined in the following subsections.<br />
Process Components for <strong>GAC</strong><br />
Figure 12.1 shows a schematic <strong>of</strong> the assumed components for the <strong>GAC</strong><br />
process. These components include an influent pumping station, <strong>GAC</strong> contactors,<br />
backwash pumping station, carbon storage, and multiple-hearth incineration<br />
with <strong>of</strong>f-gas treatment for on-site reactivation. It was assumed that in a retr<strong>of</strong>it
Evaluation <strong>of</strong> Design Criteria and Costs 205<br />
application, plant filtered water will be pumped into the <strong>GAC</strong> adsorbers, which can<br />
be operated as either a gravity-flow or pressure-driven process.<br />
On-site reactivation <strong>of</strong> spent <strong>GAC</strong> was assumed for total carbon usage rates<br />
<strong>of</strong> 4,000 Ib/d (1,815 kg/d) or higher. A stand<strong>by</strong> furnace was assumed for reactivation<br />
facilities as a result <strong>of</strong> the significant maintenance requirement. Storage facilities<br />
for spent, reactivated, and makeup carbon were included. For smaller facilities<br />
(requiring less than 4,000 Ib <strong>GAC</strong>/d), <strong>of</strong>f-site disposal and replacement <strong>of</strong> spent<br />
<strong>GAC</strong> were assumed. Adequate storage facilities for the spent <strong>GAC</strong> were provided.<br />
Process Components for Pretreatment<br />
Two types <strong>of</strong> pretreatment were considered during this study: (1) optimized<br />
coagulation and (2) ozonation with biological filtration. Optimized coagulation was<br />
achieved either <strong>by</strong> an increase in the amount <strong>of</strong> alum addition or <strong>by</strong> a combination<br />
<strong>of</strong> lower coagulation pH at elevated alum dosage. Figure 12.2 shows a schematic <strong>of</strong><br />
the process components for the optimized coagulation option. Acid storage and<br />
pumping facilities were included for the optimized coagulation method that requires<br />
lowering the pH. Both methods for achieving optimized coagulation require<br />
additional alum storage, chemical feed facilities, and residuals-handling facilities.<br />
Sludge-drying beds were assumed for the residuals-handling process, although it is<br />
recognized that these may not be feasible in facilities with site constraints and<br />
climatic limitations. Nevertheless, sludge-drying beds can be land-intensive, and<br />
costs were included for land purchase, there<strong>by</strong> increasing the cost <strong>of</strong> this disposal<br />
option. For both optimized coagulation methods, caustic storage and pumping<br />
facilities were required to adjust the low coagulation pH to an acceptable distribu<br />
tion system pH.<br />
Figure 12.3 presents a schematic <strong>of</strong> the assumed process components for<br />
the ozonation and bi<strong>of</strong>iltration process. Settled water was assumed to be pumped<br />
into the ozone contactor. On-site generation <strong>of</strong> ozone from ambient air was assumed<br />
during the cost computations. No additional costs were attributed to the filtration<br />
process.<br />
Design Parameters<br />
Conceptual costs were calculated using the CWC model for eight distinct<br />
flow rates ranging from 0.7 to 270 mgd (2.65 to 1,022 ML/d). The selected flow rates<br />
represent USEPA flow categories 5 through 12. As shown in Table 12.2, these flow<br />
categories represent service area populations <strong>of</strong> 3,000 to greater than 1,000,000.<br />
A total dynamic head <strong>of</strong> 30 ft (9.1 m) was assumed for pumping filtered<br />
water to the <strong>GAC</strong> adsorbers. EBCTs used for developing the cost curves were 10,<br />
15, and 20 minutes. For carbon amounts less than 80,000 Ib (36,300 kg), standard<br />
pressure contactors were used. For larger carbon installations, gravity contactors<br />
were used. The minimum number <strong>of</strong> contactors was four for both types <strong>of</strong><br />
contactors, and the maximum number <strong>of</strong> pressure contactors was six. The maximum<br />
number <strong>of</strong> gravity contactors was determined <strong>by</strong> the number <strong>of</strong> contactors with a<br />
surface area less than 1,950 ft2 (180 m2). A hydraulic loading rate <strong>of</strong> 5 gpm/ft2 (12.2<br />
m/h) was assumed.<br />
Off-site reactivation was assumed for plants with average design flow less<br />
than 2.1 mgd (8 ML/d). Off-site reactivation was also assumed for spent carbon
206 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Table 12.2 Treatment plant flows considered for cost curves<br />
Category<br />
Population range<br />
Median population<br />
Average flow (mgd)<br />
5<br />
6<br />
7<br />
8<br />
9<br />
10<br />
11<br />
12<br />
3,301-10,000<br />
10,001-25,000<br />
25,001-50,000<br />
50,001-75,000<br />
75,001-100,000<br />
100,001-500,000<br />
500,001-1,000,000<br />
Greater than 1 ,000,000<br />
5,500<br />
15,500<br />
35,500<br />
60,000<br />
88,100<br />
175,000<br />
730,000<br />
1,550,000<br />
0.7<br />
2.1<br />
5<br />
8.8<br />
13<br />
27<br />
120<br />
270<br />
loading rates less than 4,000 Ib/d (1,815 kg/d) based upon available furnace sizes.<br />
For higher loadings, on-site carbon reactivation was used. CURs used for develop<br />
ing cost curves were 100, 300, and 500 Ib/mil gal (12, 36, and 60 g/m 3).<br />
The design <strong>of</strong> facilities for optimized coagulation was based upon the<br />
following chemical dosages:<br />
• 65 mg/L <strong>of</strong> additional alum for the alum-only option<br />
• 45 mg/L <strong>of</strong> additional alum and 15 mg/L <strong>of</strong> additional sulfuric acid<br />
for the alum-and-acid option<br />
• 20 mg/L <strong>of</strong> caustic<br />
These dosages were selected to approximate the range <strong>of</strong> dosages used in the<br />
research. It is recognized that these dosages are relatively large, and it is uncertain<br />
whether smaller dosages could have achieved the same effect as that described in<br />
Chapter 7. Such an optimization was beyond the scope <strong>of</strong> this research.<br />
In the alum-only option, the selected alum dosage is expected to lower the<br />
coagulation pH to approximately 7.0 for source waters with alkalinity <strong>of</strong> approxi<br />
mately 120 mg/L as CaCO 3 . For the alum-and-acid option, the combination <strong>of</strong> alum<br />
and acid dosages is expected to effect a similar pH depression. A 20-mg/L dosage<br />
<strong>of</strong> caustic is expected to raise the coagulation pH to a distribution system pH <strong>of</strong> 8.0<br />
for the same source. The design parameters for additional sludge-drying beds were<br />
based upon a loading rate <strong>of</strong> 12.5 lb/ft2 (61 kg/m2) with a filling cycle <strong>of</strong> 100 days.<br />
The design <strong>of</strong> ozonation facilities included in-plant pumping to provide an<br />
additional 30 ft <strong>of</strong> total dynamic head. The ozone contactor was assumed to have a<br />
contact time <strong>of</strong> 10 minutes. Costs were calculated for three different applied ozone<br />
dosages: 3, 5, and 10 mg/L.<br />
Cost Factors<br />
July 1995 cost indices were used in developing the cost curves (Engineer<br />
ing News Record 1995). Table 12.3 summarizes the relevant cost indices. Various<br />
cost factors were applied to the construction costs predicted <strong>by</strong> the CWC model to<br />
determine the overall capital cost <strong>of</strong> the facilities. These cost factors are summarized<br />
in Table 12.4. Table 12.5 summarizes the unit costs for various building and<br />
operating materials.
Evaluation <strong>of</strong> Design Criteria and Costs 207<br />
Table 12.3 Indices used in developing cost curves<br />
Cost Index<br />
ENR building cost<br />
ENR skilled labor<br />
ENR material prices<br />
Housing cost ($/ft2)<br />
Index value<br />
3,114<br />
4,945<br />
1,996<br />
125<br />
ENR = Engineering News Record<br />
Table 12.4 Factors applied to construction cost estimates<br />
Cost parameter Factor<br />
Sitework (%)<br />
Contractor's overhead and pr<strong>of</strong>it (%)<br />
Contingencies (%)<br />
Engineering and design (%)<br />
Mobilization and bonding (%)<br />
Legal and administration (%)<br />
Interest rate (%)<br />
Number <strong>of</strong> years<br />
Land cost ($/acre)<br />
15<br />
12<br />
15<br />
15<br />
3<br />
10<br />
7<br />
30<br />
25,000<br />
Source: Engineering News Record 1995<br />
Table 12.5 Unit costs for building and operating materials<br />
Cost parameter Unit cost<br />
Electricity ($/kW»h)<br />
Labor ($/hour)<br />
Diesel fuel ($/gal)<br />
Natural gas ($/ft3 )<br />
Building energy use (kW«h/ft2/year)<br />
Carbon attrition at 10 percent ($/lb)<br />
<strong>GAC</strong> ($/ton)<br />
Alum—liquid ($/ton)<br />
Sulfuric acid ($/ton)<br />
Sodium hydroxide—50% ($/ton)<br />
0.12<br />
30<br />
1.25<br />
0.006<br />
102.6<br />
0.9<br />
1,600<br />
230<br />
100<br />
350<br />
Source: Engineering News Record 1995
208 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Cost Curves<br />
Figure 12.4 shows capital and O&M costs for the <strong>GAC</strong> facilities for EBCTs<br />
<strong>of</strong> 10,15, and 20 minutes. An exponential model was used to fit the costs presented<br />
in this and the subsequent figures. The fitting parameters for the exponential model<br />
are shown on the figures. The capital costs shown on Figure 12.4 do not include<br />
carbon reactivation. The O&M cost for the <strong>GAC</strong> facilities is primarily associated<br />
with the pumping costs. The capital and O&M costs for on-site and <strong>of</strong>f-site<br />
reactivation are presented on Figures 12.5 and 12.6, respectively. These costs were<br />
generated for carbon usage rates <strong>of</strong> 100, 300, and 500 Ib/mil gal (12, 36, and 60<br />
g/m 3). It is evident from the cost curves that a majority <strong>of</strong> the capital cost is<br />
associated with the carbon contactors. In addition, the O&M cost for carbon<br />
reactivation is less than that for facility pumping (included in the <strong>GAC</strong> facility<br />
O&M) at lower CURs.<br />
Figure 12.7 shows capital and O&M costs for the optimized coagulation<br />
facilities. Costs for both methods for achieving optimized coagulation are illus<br />
trated on this figure. Figure 12.8 presents capital and O&M costs for the ozonation<br />
facilities for applied ozone dosages <strong>of</strong> 3, 5, and 10 mg/L.<br />
Verification <strong>of</strong> Costs<br />
Capital and O&M costs from the CWC model were compared with actual<br />
costs incurred during the construction and operation <strong>of</strong> the <strong>GAC</strong> facilities for the<br />
California <strong>Water</strong> Treatment Plant (WTP) at Cincinnati, Ohio. The California WTP<br />
consists <strong>of</strong> presedimentation, coagulation with alum, rapid sand filtration, <strong>GAC</strong><br />
adsorption, and disinfection with chlorine. The <strong>GAC</strong> adsorption facilities consist <strong>of</strong><br />
12 gravity contactors with an EBCT <strong>of</strong> 15 minutes and a hydraulic loading rate <strong>of</strong><br />
5 gpm/ft2 (12.2 m/h) at design flow. Spent carbon is reactivated <strong>by</strong> an on-site<br />
reactivation system. This system includes storage facilities for spent, reactivated,<br />
and makeup carbon and the reactivating furnace. The reactivating furnace consists<br />
<strong>of</strong> two multiple furnaces (both in service) designed to operate at a spent carbon rate<br />
<strong>of</strong> 80,000 Ib/d (36,300 kg/d). Results <strong>of</strong> the comparison <strong>of</strong> capital and O&M costs<br />
between the CWC model and the California WTP are shown in Table 12.6. From<br />
this table, it is evident that the CWC model was able to accurately predict the O&M<br />
costs for the Cincinnati facilities. The difference in the capital costs can be attributed<br />
to additional facilities, beyond the construction <strong>of</strong> the <strong>GAC</strong> contactor and reactiva<br />
tion facilities alone, that were included in the bid estimate. The $60 million bid<br />
estimate for the California WTP also included other processes, such as improve<br />
ments in the clearwell, addition <strong>of</strong> new maintenance area, modifications to the<br />
chemical feed facilities, and modifications to the pumping stations.<br />
Capital and O&M costs based on cost curves for optimized coagulation<br />
facilities were compared with cost estimates for the South WTP at Tempe, Ariz.<br />
These latter costs were generated during a preliminary engineering cost estimate<br />
(Malcolm Pirnie, Inc. 1994). The South WTP consists <strong>of</strong> presedimentation, coagu<br />
lation with alum, filtration, and disinfection with chlorine. Bench-scale studies<br />
indicated that in order for the WTP to comply with Stage 1 <strong>of</strong> the D-<strong>DBP</strong> Rule, the<br />
alum dosage needed (1) to be increased from 25 to 30 mg/L with pH lowered to 7.3,<br />
or (2) to be increased to 60 mg/L without any pH adjustment. Sulfuric acid was used<br />
at a concentration <strong>of</strong> 15 mg/L to adjust the pH to 7.3. Caustic soda was used at a
Evaluation <strong>of</strong> Design Criteria and Costs 209<br />
Table 12.6 Comparison <strong>of</strong> costs for the GAG processes_______________<br />
___ Cost California WTP* CWC modelf__________<br />
Capital costs (million $) 60 51<br />
O&M costs (cents/1,000 gal) 10 10<br />
* Design flow for California WTP is 175 mgd; average flow for California WTP is 120 mgd; the CUR for California WTP is 228<br />
Ib/mil gal for design flow and 333 Ib/mil gal for average flow,<br />
t A CUR <strong>of</strong> 300 Ib/mil gal and EBCT <strong>of</strong> 15 minutes were used in the CWC model.<br />
Table 12.7 Comparison <strong>of</strong> costs for optimized coagulation _______________<br />
Capital cost (million $) O&M Cost (cents/1,000 gal)<br />
Treatment South WTP* Cost curves South WTP* Cost curves<br />
Alum only 0.93 1.71 9.9 11.3<br />
Alum at low pH 0.95 1.57 8.5 9.8<br />
* Source: Malcolm Pirnie, Inc. (1994). Additional chemical dosages were adjusted to the selected dosages for this study.<br />
Design flow for South WTP is 40 mgd. Average flow for South WTP is 25 mgd.<br />
concentration <strong>of</strong> 20 mg/L to raise the coagulation pH to a distribution system pH <strong>of</strong><br />
8.0. At average plant flow, the increase <strong>of</strong> alum dose to 60 mg/L generated 3,960<br />
Ib/d (1,800 kg/d) additional solids, whereas the increase <strong>of</strong> alum dose to 30 mg/L<br />
with pH lowered to 7.3 generated 990 Ib/d (450 kg/d) additional solids. The<br />
additional sludge production was assumed to be accommodated <strong>by</strong> new drying beds<br />
constructed next to the existing drying beds. Results <strong>of</strong> the comparison <strong>of</strong> capital and<br />
O&M costs predicted <strong>by</strong> the cost curves and the South WTP are shown in Table 12.7.<br />
This table indicates that the cost curves overpredicted both capital and O&M costs<br />
for the South WTP. It should be noted, though, that the costs generated for the South<br />
WTP were very site specific and assumed use <strong>of</strong> some available facilities that were<br />
not actually in use. For example, at this facility, two sodium chlorite tanks that had<br />
been abandoned were converted to alum tanks to minimize the costs to the utility.<br />
The costs curves, on the other hand, assumed the construction <strong>of</strong> all new facilities.<br />
Capital and O&M costs based on cost curves for ozonation facilities were<br />
compared with costs presented in the document entitled Technology and Costs for<br />
the Control <strong>of</strong> Disinfectants and Disinfection By-Products (USEPA 1993), which<br />
was peer reviewed and validated during the D-<strong>DBP</strong> Rule regulatory negotiation.<br />
Results from this comparison are shown in Table 12.8. It is evident from the table<br />
that cost curves very accurately predicted the capital cost from the report. However,<br />
the CWC model appeared to overpredict the O&M cost.
210 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Table 12.8 Comparison <strong>of</strong> ozone facilities costs<br />
Capital cost (million $) O&M cost (cents/1,000 gal)<br />
Flow (mgd) USEPA report* Cost curves USEPA report Cost curves<br />
11<br />
210<br />
2.3<br />
19<br />
2.5<br />
21.6<br />
3.9<br />
3.2<br />
8.8<br />
8.8<br />
Note: The ozone concentration was 5 mg/L<br />
" * Source: US ERA (1993)<br />
<strong>GAC</strong> Treatment Costs for Participating Utilities____<br />
The costs curves presented in the previous section were used to determine<br />
the cost <strong>of</strong> retr<strong>of</strong>itting the participating utilities with <strong>GAC</strong> treatment process. Costs<br />
were developed for <strong>GAC</strong> treatment with or without optimized pretreatment at these<br />
facilities. A summary <strong>of</strong> all the costs for the participating utilities is included in<br />
Table 12.9. The following is a discussion <strong>of</strong> the additional treatment cost for each<br />
<strong>of</strong> the participating utilities.<br />
Cincinnati <strong>Water</strong> Works<br />
Cincinnati <strong>Water</strong>works treats Ohio River water in a 175-mgd (660-ML/d)<br />
WTP. The average production rate at this facility is 120 mgd (450 ML/d). The<br />
treatment facility at this utility consists <strong>of</strong> conventional treatment followed <strong>by</strong> <strong>GAC</strong><br />
adsorption in a 15-minute-EBCT contactor (at design flow). <strong>GAC</strong> is reactivated onsite.<br />
The RSSCT results with Ohio River water under conventional pretreatment<br />
suggested that the CUR estimates were not significantly affected <strong>by</strong> the EBCTs (see<br />
Table 12.1). Consequently, although the reactivation frequency was lower as EBCT<br />
increased, the total amount <strong>of</strong> carbon to be reactivated was similar. Therefore, there<br />
is little savings in reactivation capital for longeer EBCTs, and O&M costs and the<br />
overall treatment costs were lowest for the 10-minute EBCT, directly because <strong>of</strong><br />
the lower capital costs associated with this EBCT. It is important to recognize that<br />
the extensive studies performed at Cincinnati to arrive at the design criteria for the<br />
full-scale <strong>GAC</strong> facility were based upon considerations other than the removal <strong>of</strong><br />
DBF precursor material. The <strong>GAC</strong> process was installed to provide removal <strong>of</strong><br />
SOCs, which can intermittently be measured in the Ohio River as a result <strong>of</strong> spills.<br />
Consequently, the optimization for DBF precursor removal in this research cannot<br />
be compared directly to the constraints at the full-scale facility.<br />
Both optimized coagulation and ozone with biotreatment were studied as<br />
pretreatment for this source water. Estimated CUR values were significantly<br />
lowered <strong>by</strong> both pretreatment schemes—<strong>by</strong> one-half and two-thirds for optimized<br />
coagulation and ozone with biotreatment, respectively. The overall treatment costs<br />
with the pretreatment, however, were found to be higher because <strong>of</strong> the costs<br />
associated with the pretreatment. Therefore, the reduction in costs for <strong>GAC</strong><br />
treatment, primarily in capital and O&M for reactivation, were not sufficient to<br />
<strong>of</strong>fset the increase in costs associated with the pretreatment. It is important to
Evaluation <strong>of</strong> Design Criteria and Costs 211<br />
Table 12.9 Estimates <strong>of</strong> <strong>GAC</strong> treatment costs for the participating utilities<br />
Utility name<br />
Controlling<br />
Pretreatment parameter and<br />
type influent concentration<br />
EBCT<br />
(minutes)<br />
Treatment cost (cents/1 ,000 gal)<br />
Pretreatment <strong>GAC</strong> Total<br />
Cincinnati <strong>Water</strong><br />
Works<br />
Conventional<br />
coagulation<br />
TOC: 2.0 mg/L<br />
THM: 86 ug/L<br />
10<br />
15<br />
20<br />
10<br />
15<br />
20<br />
17.7<br />
20.7<br />
21.9<br />
16.5<br />
20.4<br />
20.3<br />
17.7<br />
20.7<br />
21.9<br />
16.5<br />
20.4<br />
20.3<br />
Optimized<br />
coagulation<br />
TOC: 1 .5 mg/L<br />
THM: 58 ug/L<br />
15<br />
15<br />
11.2 18.6<br />
11.2 17.4<br />
29.8<br />
28.6<br />
Ozone<br />
and biotreatment<br />
TOC: 1 .4 mg/L<br />
15<br />
10.8 18.0<br />
28.8<br />
City <strong>of</strong> Phoenix<br />
Conventional<br />
coagulation<br />
TOC: 2.3 mg/L<br />
THM: 71 ug/L<br />
10<br />
15<br />
20<br />
10<br />
15<br />
21.4<br />
23.4<br />
27.0<br />
18.8<br />
21.6<br />
21.4<br />
23.4<br />
27.0<br />
18.8<br />
21.6<br />
Optimized<br />
coagulation<br />
TOC: 1 .7 mg/L<br />
15<br />
11.6 21.5<br />
33.1<br />
Passaic Valley<br />
<strong>Water</strong><br />
Commission<br />
Conventional<br />
coagulation<br />
TOC: 3.2 mg/L<br />
THM: 85 ug/L<br />
HAA5: 57 ug/L<br />
10<br />
15<br />
20<br />
10<br />
15<br />
20<br />
10<br />
15<br />
28.6<br />
30.2<br />
35.7<br />
25.5<br />
27.6<br />
33.0<br />
17.5<br />
25.9<br />
28.6<br />
30.2<br />
35.7<br />
25.5<br />
27.6<br />
33.0<br />
17.5<br />
25.9<br />
Ozone and<br />
biotreatment<br />
TOC: 2.5 mg/L<br />
THM: 57 ug/L<br />
15<br />
15<br />
13.2 32.7<br />
13.2 25.6<br />
45.9<br />
38.8<br />
Florida Cities<br />
Conventional<br />
coagulation<br />
and s<strong>of</strong>tening<br />
TOC: 7.4 mg/L<br />
THM: 238 ug/L<br />
HAAS: 1 28 ug/L<br />
15<br />
20<br />
10<br />
15<br />
20<br />
10<br />
15<br />
20<br />
228.3<br />
212.5<br />
152.9<br />
194.7<br />
195.7<br />
120.6<br />
167.8<br />
175.5<br />
228.3<br />
212.5<br />
152.9<br />
194.7<br />
195.7<br />
120.6<br />
167.8<br />
175.5<br />
Ozone<br />
and biotreatment<br />
TOC: 10 mg/L<br />
15<br />
57.3 171.5<br />
228.8
2/2 <strong>Removal</strong> <strong>of</strong><strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
recognize that a relatively high coagulant dosage was used in this research.<br />
Consequently, if CURs could be similarly improved at lower coagulant dosages,<br />
the cost-effectiveness <strong>of</strong> optimized coagulation pretreatment may improve. Further,<br />
it should be noted that the benefit <strong>of</strong> ozone with biotreatment was measured only in<br />
terms <strong>of</strong> costs associated with DBF reduction in subsequent treatment <strong>by</strong> <strong>GAC</strong>.<br />
Other benefits <strong>of</strong> ozone with biotreatment, such as disinfection and improvement in<br />
biostability, could not be factored into this conceptual cost analysis.<br />
The treatment costs were also observed to be lower for satisfying the DBF<br />
goals rather than satisfying the TOC goal. Because the TOC goal is not related to<br />
any specific regulatory constraint at this time, meeting the Stage 2 DBF goals may<br />
be a more relevant comparison for <strong>GAC</strong> costs.<br />
City <strong>of</strong> Phoenix<br />
The City <strong>of</strong> Phoenix operates five different surface water treatment facili<br />
ties, four <strong>of</strong> which use water from the Salt River Project (SRP). The average design<br />
capacity <strong>of</strong> SRP plants is 130 mgd (490 ML/d), and the average annual water<br />
production rate at these facilities is 75 mgd (280 ML/d). RSSCTs were performed<br />
for 10-, 15-, and 20-minute EBCTs using filtered water (see Table 12.1). Conven<br />
tional treatment at these utilities includes coagulation for particulate removal<br />
followed <strong>by</strong> dual media filtration.<br />
Similar to ORW, CUR estimates for the blended effluent curve using Salt<br />
River Project water were found to be relatively unaffected <strong>by</strong> EBCT. Consequently,<br />
the 10-minute EBCT exhibited the lowest conceptual cost.<br />
Optimized coagulation was found to reduce the CUR for the Salt River<br />
Project water <strong>by</strong> approximately 50 percent. The overall treatment cost with<br />
optimized coagulation, however, again was found to be higher because <strong>of</strong> the<br />
relatively high coagulation cost under the selected conditions. As shown on Table<br />
12.9, the treatment cost estimates are slightly lower if only the THM target is to be<br />
satisfied.<br />
Passaic Valley <strong>Water</strong> Commission<br />
The Passaic Valley <strong>Water</strong> Commission treats Passaic River water in a<br />
110-mgd (415-ML/d) capacity WTP. The average production rate at this utility is<br />
50 mgd (190 ML/d). Three alternative EBCT values were studied using this source<br />
water. The CUR estimate was found to be lower at a 15-minute EBCT, than at either<br />
a 10- or 20-minute EBCT (see Table 12.1). The overall treatment costs, however,<br />
were relatively unaffected <strong>by</strong> the differences in the CUR estimate because the<br />
majority <strong>of</strong> the capital costs were associated with the carbon contactors. The lowest<br />
overall <strong>GAC</strong> treatment costs at this utility were found to be associated with a 10-<br />
minute EBCT.<br />
Ozonation followed <strong>by</strong> biological filtration was studied as a pretreatment<br />
for the <strong>GAC</strong> process for this source water. No improvement in CUR was observed<br />
as a result <strong>of</strong> this pretreatment scheme. As a result <strong>of</strong> the additional cost <strong>of</strong><br />
ozonation, the pretreatment-<strong>GAC</strong> process trains were found to be the most expen<br />
sive. As with the Cincinnati and Phoenix data, the treatment costs for satisfying the<br />
<strong>DBP</strong> goals were lower compared to that for TOC.
Evaluation <strong>of</strong> Design Criteria and Costs 213<br />
Florida Cities <strong>Water</strong> Company<br />
A groundwater sample from Florida Cities <strong>Water</strong> Company was used in the<br />
RSSCT experiments to determine the breakthrough characteristics. This water<br />
sample was relatively high in NOM, as indicated <strong>by</strong> the high TOC and DBF<br />
formation potentials. The participating utility for this source water is a small facility<br />
with a design capacity <strong>of</strong> 1 mgd (3.78 ML/d) and an average production rate <strong>of</strong> 0.7<br />
mgd (2.65 ML/d). The CUR estimates for this source water were much higher than<br />
the CUR ranges evaluated to prepare the cost curves. For this reason, the costs<br />
shown for this utility were extrapolated and may not be realistic.<br />
As a result <strong>of</strong> the small size <strong>of</strong> the treatment facility and the high NOM<br />
content in the source water, the estimated overall cost <strong>of</strong> <strong>GAC</strong> treatment is very high.<br />
Ozonation and bi<strong>of</strong>iltration <strong>of</strong> this water prior to <strong>GAC</strong> treatment, however, resulted<br />
in a similar overall treatment cost. The treatment costs were found to be significantly<br />
lower if the process is controlled <strong>by</strong> effluent DBF concentration rather than the<br />
effluent TOC concentration.<br />
Implications for Process Optimization_________<br />
The results presented in the previous section yield several implications<br />
associated with process optimization. The following text discusses these implica<br />
tions in terms <strong>of</strong> optimizing EBCT and the impact <strong>of</strong> pretreatment on <strong>GAC</strong><br />
efficiency for the removal <strong>of</strong> DBF precursors.<br />
Empty Bed Contact Time<br />
The cost <strong>of</strong> <strong>GAC</strong> treatment process is primarily controlled <strong>by</strong> the size <strong>of</strong> the<br />
contactors (a function <strong>of</strong> EBCT) and the reactivation process (a function <strong>of</strong> the<br />
CUR). Of these two components, the bulk <strong>of</strong> the costs, in terms <strong>of</strong> both capital and<br />
unit costs (after amortizing the capital investment), is in the contactors. Conse<br />
quently, reducing the size <strong>of</strong> the contactors has the greatest impact on the overall cost<br />
reduction <strong>of</strong> the <strong>GAC</strong> facility.<br />
The experimental observation <strong>of</strong> NOM breakthrough curves, as indicated<br />
<strong>by</strong> the breakthrough <strong>of</strong> TOC and DBF precursors, suggested that a longer EBCT<br />
does not necessarily improve the CUR. Therefore, the size <strong>of</strong> the reactivation<br />
process does not decrease as EBCT increases, there<strong>by</strong> negating any potential cost<br />
benefit. Because the CUR is relatively unaffected <strong>by</strong> EBCT in the 10 to 20 minute<br />
range evaluated in this study for these waters, it is most economical to minimize the<br />
EBCT. It is recognized, however, that a utility may place a practical minimum value<br />
on the duration <strong>of</strong> contactor operation prior to reactivation; the duration <strong>of</strong> contactor<br />
operation will decrease as the EBCT decreases for a constant CUR. Therefore, the<br />
EBCT should not be reduced to such a degree that the period <strong>of</strong> contactor operation<br />
is so short as to result in other O&M related constraints.<br />
Further, it is recognized that as EBCT continues to decrease, eventually the<br />
CUR will begin to increase as premature breakthrough <strong>of</strong> difficult-to-adsorb NOM<br />
and DBF precursors occurs. This was not found for the waters in this research at an<br />
EBCT <strong>of</strong> 10 minutes; at some value below 10 minutes, though, it would be expected<br />
to occur. Therefore, it is recommended that utilities consider evaluating EBCTs
214 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
lower than 10 minutes to determine the EBCT at which the CUR begins to increase<br />
as a result <strong>of</strong> premature breakthrough. As long as the period <strong>of</strong> contactor operation<br />
is acceptable at this minimum EBCT before CUR begins increasing, this EBCT will<br />
yield the most economical facility.<br />
Finally, because the majority <strong>of</strong> the cost is associated with the contactors,<br />
it still may be advantageous from a cost standpoint to allow the CUR to increase a<br />
certain amount as EBCT decreases. At some point, the CUR will increase to an<br />
extent that the capital and O&M costs associated with the reactivation furnaces will<br />
<strong>of</strong>fset the cost savings <strong>of</strong> reducing the EBCT. This is the true optimization point<br />
from a cost standpoint, but it was not reached at an EBCT as low as 10 minutes for<br />
the waters used in this research.<br />
Pretreatment Optimization<br />
Pretreatment is expected to increase the length <strong>of</strong> operation <strong>of</strong> a <strong>GAC</strong><br />
facility as it reduces the CUR. The overall cost <strong>of</strong> precursor removal via enhanced<br />
pretreatment and <strong>GAC</strong> adsorption, however, must be considered to determine the<br />
benefit <strong>of</strong> the pretreatment. The following paragraphs discuss implications <strong>of</strong><br />
optimized coagulation and ozone with biotreatment in terms <strong>of</strong> cost-effectively<br />
improving <strong>GAC</strong> performance for the removal <strong>of</strong> DBF precursors.<br />
Optimized Coagulation<br />
The experimental studies conducted during this research focused on rela<br />
tively extreme conditions for optimizing precursor removal via coagulation; in<br />
addition, the "optimized" coagulation conditions used in this study should not be<br />
confused with the regulatory requirements <strong>of</strong> "enhanced" coagulation in Stage 1 <strong>of</strong><br />
the D-<strong>DBP</strong> Rule. Although a 50 percent reduction in CUR was achieved under the<br />
selected pretreatment conditions, the overall costs were higher as a result <strong>of</strong> the cost<br />
associated with the high dosages used to define "optimized" coagulation conditions.<br />
If the 50 percent reduction in CUR yielded under the optimized coagulation<br />
conditions used in this study could be achieved using lower dosages, an overall<br />
system cost reduction could be achieved if the cost <strong>of</strong> additional coagulation could<br />
be reduced to less than approximately 5 cents/1,000 gal (approximately 10 cents per<br />
1,000 gal [3,785 L] was the estimated cost for the treatment in this study).<br />
Alternatively, the CUR could be held constant <strong>by</strong> pretreatment, and the<br />
EBCT could be decreased. Although this effort was beyond the scope <strong>of</strong> work for<br />
this research, lowering EBCT at a constant CUR may have a greater potential to<br />
reduce the overall system costs because the majority <strong>of</strong> the cost is associated with<br />
the contactors. It is recommended that utilities, when evaluating the benefits <strong>of</strong><br />
pretreatment, consider both (1) reducing CUR while holding EBCT constant and (2)<br />
reducing EBCT while reducing CUR. Finally, it is important for a utility to find the<br />
breakpoint at which only marginal reductions in CUR and EBCT are achieved for<br />
large increases in costs associated with coagulation. At this point, it is not necessary<br />
to further enhance the pretreatment processes to improve <strong>GAC</strong> performance.<br />
Ozone With Biotreatment<br />
Pretreatment using ozone with biotreatment was found to be effective in<br />
lowering the CUR values for removal <strong>of</strong> <strong>DBP</strong> precursors with postfilter contactors<br />
in two <strong>of</strong> the three waters evaluated: ORW and FGW. Further, the reduction in
Evaluation <strong>of</strong> Design Criteria and Costs 215<br />
reactivation costs associated with this reduction in CUR was sufficient to justify the<br />
cost <strong>of</strong> ozone with biotreatment for FGW. It must also be recognized that other<br />
benefits associated with ozone and biotreatment, such as biostability <strong>of</strong> the treated<br />
water and disinfection benefits, were not factored into this analysis. The costbenefit<br />
analysis <strong>of</strong> ozone with biotreatment considered only the improvemed <strong>GAC</strong><br />
adsorption for the removal <strong>of</strong> DBF precursor compounds.<br />
Cost comparisons at FGW implied that the higher the CUR, the better the<br />
opportunity for any pretreatment to become cost-effective if the percentage reduc<br />
tion in CUR remains constant. That is, if a 50 percent reduction in CUR can be<br />
achieved for two different waters, one with an initial CUR <strong>of</strong> 100 Ib/mil gal (12<br />
kg/ML) and the other with an initial CUR <strong>of</strong> 500 Ib/mil gal (60 kg/ML) the cost<br />
benefit will be greater for the latter. Therefore, optimizing pretreatment provides<br />
better potential for lowering overall system cost as the CUR increases. Similarly, if<br />
an equivalent reduction in EBCT can be achieved as the CUR is lowered, then<br />
potentially even greater benefits can be achieved <strong>by</strong> pretreatment.
276 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Spent<br />
Carbon Storage<br />
Off-Site<br />
Reactivation<br />
Filtered <strong>Water</strong>-<br />
Spent/Reactvated/Makeup<br />
Carbon Storage<br />
Plant<br />
Pumping Station<br />
Multiple<br />
Hearth Furnace<br />
<strong>GAC</strong> Adsorber<br />
Backwash<br />
Pumping Station<br />
Figure 12.1 Schematic <strong>of</strong> process components for <strong>GAC</strong><br />
Acid Storage<br />
Acid<br />
Pumping Station<br />
Raw <strong>Water</strong><br />
Flocculaton/Sedimentatjon Basin<br />
Fitters<br />
-\ I<br />
Alum Storage<br />
Solar Drying Beds<br />
Alum<br />
! Pumping Station<br />
I Caustic Storage<br />
Caustic<br />
Pumping Station<br />
Figure 12.2 Schematic <strong>of</strong> process components for optimized coagulation
Evaluation <strong>of</strong> Design Criteria and Costs 217<br />
Bi<strong>of</strong>Stratton<br />
Settled <strong>Water</strong><br />
Plant Pumping Station Ozone Contactor<br />
Ozone Generator<br />
Figure 12.3 Process schematic for ozonation and bi<strong>of</strong>iltration treatment
218 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
80<br />
70 ^<br />
I 6M<br />
5 50 ^<br />
I «<br />
"5. 30 -<br />
O<br />
20 -<br />
y=-338.4-exp(-0.0008894-x)+340.1<br />
y=-320.8-exp(-0.0007332-x)+322.4<br />
y=-208.0-exp(-0.0008516-x}+209.3<br />
• EBCT = 10 min<br />
• EBCT =15 min<br />
+ EBCT = 20 min<br />
Capital Cost<br />
10 -<br />
0 -<br />
70<br />
3 10 30 100 300 1000<br />
Plant Capacity (mgd)<br />
O&M Cost<br />
co<br />
_o<br />
§><br />
8<br />
in<br />
o<br />
O<br />
60 -<br />
50 -<br />
40 -<br />
30 -<br />
20 -<br />
y=79.16-exp(-0.5031<br />
y=74.75-exp(-0.512-x)+5.315<br />
y=41.23'exp(-0.7425->)+5.64<br />
• EBCT =10 min<br />
• EBCT = 15 min<br />
• EBCT = 20 min<br />
10 -<br />
3 10 30 100<br />
Plant Capacity (mgd)<br />
300 1000<br />
Figure 12.4 Cost curves for <strong>GAC</strong> facilities
Evaluation <strong>of</strong> Design Criteria and Costs 219<br />
25<br />
20 -<br />
CUR = 100lb/milgal<br />
CUR = 300 Ib/ma gal<br />
CUR = 500 Ib/mil gal<br />
Capital Cost<br />
(0<br />
O<br />
= 15 -\<br />
y=-98.18-exp(-0.0005836-xJ+103.4<br />
y=-552.2-exp(-0.00006584-^+557.1<br />
Tn<br />
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25<br />
20 -<br />
15 -<br />
10 30 100 300<br />
Plant Capacity (mgd)<br />
O&M Cost<br />
• CUR =100 Ib/mil gal<br />
• CUR = 300 Ib/mil gal<br />
• CUR = 500 Ib/mil gal<br />
y=18.46-exp(-0.06274o$+8.425<br />
1000<br />
10 -<br />
y=14.53-exp(-0.06216<br />
w<br />
o<br />
O<br />
5 -<br />
0 -<br />
y=-0.0032-x*-2.584<br />
10 30 100 300<br />
Plant Capacity (mgd)<br />
1000<br />
Figure 12.5 Cost curves for on-site reactivation
220 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
• CUR = 100 Ib/mil gal<br />
• CUR = 300 Ib/ma gal<br />
• CUR = 500 Ib/mil gal<br />
Capital Cost<br />
2 -<br />
(O<br />
5 H<br />
Q.<br />
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O<br />
0 -<br />
y=-162.4-exp(-0.0004874-^+162.5<br />
i.149-exp(0.03111-x)-5.977<br />
y=29.09-exp(0.01386-x)-29.06<br />
~l———————————————I—<br />
1 3 10<br />
Plant Capacity (mgd)<br />
30<br />
O&M Cost<br />
7 -<br />
in<br />
£"co<br />
o><br />
6-<br />
y=7.28<br />
36<br />
• CUR = 100 Ib/mil gal<br />
• CUR = 300 Ib/mil gal<br />
• CUR = 500 Ib/mil gal<br />
4<br />
u<br />
3 3 H<br />
08<br />
° 2-\<br />
y=1.46<br />
-•—•-<br />
3 10<br />
Plant Capacity (mgd)<br />
30<br />
Figure 12.6 Cost curves for <strong>of</strong>f-site reactivation
Evaluation <strong>of</strong> Design Criteria and Costs 221<br />
10<br />
8 -<br />
Alum-only<br />
Alum-at low pH<br />
Capital Cost<br />
ID<br />
i 6<br />
y=-15.21 -exp(-0.003189->)-H 5.50 -<br />
y=-12.68-exp(-0.003523-x)+12.96<br />
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10 30 100 300 1000<br />
Plant Capacity (mgd)<br />
20<br />
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O&M Cost<br />
Alum-only<br />
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1 3 10 30 100<br />
Plant Capacity (mgd)<br />
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Figure 12.7 Cost curves for optimized coagulation
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Chapter 13<br />
Conclusions and Recommendations<br />
This chapter summarizes the conclusions and recommendations reached<br />
based upon the work conducted in this research effort.<br />
Verification <strong>of</strong> RSSCT Results_____________<br />
• A comparison <strong>of</strong> breakthrough curves from full-scale application,<br />
pilot-scale testing, and RSSCTs indicated that the rapid test<br />
procedure can be successfully used to predict NOM breakthrough<br />
behavior in terms <strong>of</strong> TOC, UV254, and several chlorinated DBFs.<br />
The importance <strong>of</strong> representative sample collection, however, was<br />
highlighted during this study. In order to use RSSCTs for the<br />
prediction <strong>of</strong> breakthrough characteristics as a function <strong>of</strong> seasonal<br />
change, several RSSCTs should be performed with batches <strong>of</strong><br />
influent waters that represent the seasons <strong>of</strong> interest.<br />
• Most raw and conventionally treated waters evaluated during this<br />
study contained small amounts <strong>of</strong> biodegradable organic matter. For<br />
this reason, the biodegradation occurring in the full-scale and pilotscale<br />
applications did not result in any significant differences with<br />
the RSSCT applications. Further, breakthrough behavior between<br />
the RSSCT and the pilot or full scale could be compared on the<br />
basis <strong>of</strong> <strong>GAC</strong> effluent concentration as a proportion <strong>of</strong> <strong>GAC</strong> influent<br />
concentration (C/C0), there<strong>by</strong> allowing a comparison <strong>of</strong> the relative<br />
adsorbability <strong>of</strong> a constituent rather than the absolute concentration<br />
if the source water varied significantly at full or pilot-scale during<br />
the period <strong>of</strong> comparison. <strong>GAC</strong> treatment following ozonation,<br />
however, is expected to include a significant biodegradation<br />
component. For this type <strong>of</strong> pretreatment, RSSCTs should be<br />
performed on-site to evaluate breakthrough characteristics. The time<br />
required to ship samples to a laboratory for RSSCTs may<br />
significantly alter the NOM characteristics and hence the adsorption<br />
behavior.<br />
• A statistical method has been developed during this study to<br />
compare breakthrough curves developed from RSSCTs with the<br />
curves from full- and pilot-scale tests. The statistical test was based<br />
upon the paired t-test procedure. The qualitative inferences were<br />
adequately matched <strong>by</strong> the statistical tests, although one must take<br />
223
224 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
certain precautions when interpreting values from statistical tests in<br />
the absence <strong>of</strong> visual comparison <strong>of</strong> the breakthrough curves.<br />
• The formation <strong>of</strong> DBFs was evaluated under two sets <strong>of</strong> chlorination<br />
conditions: SDS conditions and UFC. SDS conditions were used to<br />
conduct experiments to simulate the impact <strong>of</strong> distribution system<br />
conditions, specific to a given utility, on DBF formation.<br />
Alternatively, the UFC were used to study fundamental adsorption<br />
behavior as a function <strong>of</strong> source water variation and were therefore<br />
applied uniformly across all waters for comparison. Because SDS<br />
conditions reflected the conditions at a particular water utility, these<br />
results were significantly different, in some cases, relative to the<br />
UFC. The adsorption behavior, however, was found to be predicted<br />
similarly <strong>by</strong> either condition type when the effluent concentrations<br />
were reported on a normalized basis with respect to the influent<br />
concentrations.<br />
Impact <strong>of</strong> <strong>GAC</strong> Treatment on<br />
NOM Characteristics and DBF Yield_________<br />
• For the raw source waters analyzed during this study, humic<br />
fractions slightly dominated the NOM content as characterized <strong>by</strong><br />
DOC and UV,54 . The specific DBF yield <strong>of</strong> the humic fraction was<br />
also observed to be slightly higher than that <strong>of</strong> the nonhumic<br />
fraction under equalized Br:DOC ratios. Conventional treatment<br />
removed a greater amount <strong>of</strong> the humic fraction, resulting in a<br />
predominantly nonhumic NOM in the <strong>GAC</strong> influent water.<br />
Additional optimized coagulation <strong>of</strong> the conventionally coagulated<br />
water removed both humic and nonhumic fractions in approximately<br />
equal proportions. Ozonation followed <strong>by</strong> biotreatment <strong>of</strong> the<br />
conventionally treated source waters resulted in a relatively more<br />
predominant nonhumic fraction.<br />
• In the adsorption experiments, the initial samples <strong>of</strong> the<br />
nonadsorbable fraction <strong>of</strong> NOM were observed to be almost<br />
completely nonhumic in nature. The nonhumic fraction broke<br />
through rather quickly and reached a plateau after a short period <strong>of</strong><br />
operation, while the humic fraction was removed more efficiently<br />
during <strong>GAC</strong> adsorption for a significant portion <strong>of</strong> the breakthrough<br />
curve. The humic fraction broke through toward the end <strong>of</strong> the<br />
adsorption experiments, when C/C0 exceeded 0.5 to 0.6 for TOC.<br />
• Molecular size fractionation <strong>of</strong> the source water samples indicated<br />
that the majority <strong>of</strong> the DOC was in the intermediate range (500-<br />
3,000 MS) with the remaining fractions approximately evenly<br />
distributed between 3,000 MS fractions. Conventional<br />
treatment was found to effectively remove the >3,000 MS fraction,<br />
whereas the other fractions remained relatively unaffected.<br />
Optimized coagulation <strong>of</strong> the conventionally treated water removed<br />
DOC mostly from the intermediate MS range, whereas ozonation
Conclusions and Recommendations 225<br />
followed <strong>by</strong> biotreatment resulted in a shift toward smaller MS<br />
fractions.<br />
• The initial samples from <strong>GAC</strong> adsorption experiments indicated that<br />
the nonadsorbable fraction was almost entirely composed <strong>of</strong> the<br />
226 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
• Increasing EBCT resulted in longer run times for the <strong>GAC</strong><br />
contactor. The CUR, however, was not significantly affected <strong>by</strong><br />
increasing EBCT between 10 and 20 minutes, implying that the total<br />
amount <strong>of</strong> carbon used (and, hence, carbon requiring reactivation) is<br />
equivalent in this EBCT range. Breakthrough curves in which the<br />
effluent concentrations were plotted as a function <strong>of</strong> number <strong>of</strong> bed<br />
volumes processed at the time <strong>of</strong> sample collection indicated no<br />
significant differences with respect to EBCT values.<br />
• Additional optimized coagulation <strong>of</strong> the conventionally treated<br />
water resulted in significant removal <strong>of</strong> NOM and increased <strong>GAC</strong><br />
run times <strong>by</strong> 129 to 148 percent. It should be noted, however, that<br />
the optimized coagulation dosages examined during this study were<br />
significantly greater than those required for enhanced coagulation as<br />
a part <strong>of</strong> the D-<strong>DBP</strong> Rule.<br />
• Ozonation followed <strong>by</strong> biotreatment resulted in a shift <strong>of</strong> the NOM<br />
toward more nonhumic fractions and smaller MS fractions. The<br />
benefit <strong>of</strong> this pretreatment scheme in lowering the influent NOM<br />
concentration was somewhat <strong>of</strong>fset <strong>by</strong> the shift toward the<br />
nonadsorbable fraction. The ultimate effect <strong>of</strong> this pretreatment<br />
scheme was that the CUR values were not significantly lowered. In<br />
two <strong>of</strong> the source waters (i.e., FGW and ORW), this pretreatment<br />
scheme resulted in lower CUR values. It should be noted, however,<br />
that the benefits <strong>of</strong> ozone with biotreatment were evaluated only in<br />
terms <strong>of</strong> their impact on the removal <strong>of</strong> DBF precursors <strong>by</strong> <strong>GAC</strong><br />
adsorption. An evaluation <strong>of</strong> other benefits, such as disinfection and<br />
biological stability, was not a part <strong>of</strong> this work.<br />
Estimation <strong>of</strong> Design Criteria and<br />
Conceptual Costs for <strong>GAC</strong> Treatment__________<br />
• A mathematical procedure was developed during this study to<br />
predict breakthrough curves in a multiple-contactor <strong>GAC</strong> adsorption<br />
system based on data from a single-contactor breakthrough curve.<br />
Multiple-contactor operation is much more representative <strong>of</strong> fullscale<br />
applications. Verification <strong>of</strong> the procedure using actual<br />
blending experiments indicated the success <strong>of</strong> this approach. The<br />
blended effluent curves resulted in significantly longer periods <strong>of</strong><br />
operation prior to an effluent criterion being reached, there<strong>by</strong><br />
resulting in significantly lower CURs compared to single contactors.<br />
• Conceptual treatment cost estimates for the <strong>GAC</strong> process indicated<br />
that minimizing the EBCT lowered the unit costs. This was<br />
attributed to the fact that the CUR did not change as EBCT<br />
decreased, and therefore capital costs reduction associated with the<br />
contactors were reduced at lower EBCTs without consequent cost<br />
increases associated with carbon reactivation. The lowest EBCT<br />
evaluated in this study was 10 minutes.
Conclusions and Recommendations 227<br />
Extrapolations based upon these results indicate that even lower<br />
EBCTs (less than 10 minutes) could further reduce unit costs for<br />
<strong>GAC</strong> treatment. At some lower value <strong>of</strong> EBCT, however, CUR<br />
would begin to increase as a result <strong>of</strong> premature breakthrough, and<br />
consequent increases in reactivation costs would <strong>of</strong>fset the reduction<br />
in capital cost yielded <strong>by</strong> the lower EBCT. It is also recognized that<br />
a practical limitation may exist in operational complexity resulting<br />
from the increase in reactivation frequency that accompanies a<br />
lower EBCT.<br />
Optimized coagulation resulted in an approximately 50 percent<br />
reduction in CUR, there<strong>by</strong> reducing the cost <strong>of</strong> the <strong>GAC</strong> facility.<br />
The overall system cost (i.e., the cost <strong>of</strong> pretreatment and <strong>GAC</strong>),<br />
however, was not reduced the high cost <strong>of</strong> the relatively high<br />
coagulant dosages used in this study outweighed the facility cost<br />
reduction. If a similar reduction in CUR could be achieved with a<br />
smaller increase in coagulant dosage, optimized coagulation<br />
potentially could lower the overall system cost. A unit cost lower<br />
than 5 cents per 1,000 gal (3,785 L) (including sludge handling and<br />
disposal) for optimized coagulation was the breakpoint at which the<br />
system cost was reduced in this study.<br />
Ozonation followed <strong>by</strong> biotreatment resulted in lower CUR<br />
estimates for two <strong>of</strong> the three waters evaluated during this study.<br />
The overall cost <strong>of</strong> treatment was found to be lower for one <strong>of</strong> the<br />
source waters. Again, lowering EBCT while maintaining a constant<br />
CUR may result in overall lower system costs when pretreatment is<br />
being applied.<br />
The extent to which pretreatment can reduce overall system costs is<br />
partially dependent upon the CUR. As the CUR for a given water<br />
increases, the cost benefits for a specific percent reduction in CUR<br />
<strong>by</strong> pretreatment also increase. Because <strong>of</strong> the relatively large<br />
proportion <strong>of</strong> unit costs associated with the capital cost <strong>of</strong> the <strong>GAC</strong><br />
contactors, a more efficient method <strong>of</strong> reducing cost <strong>by</strong> pretreatment<br />
may be to reduce EBCT while maintaining the CUR constant. Such<br />
an optimization study was beyond the scope <strong>of</strong> this research.
Appendix A<br />
RSSCT Design<br />
The scaling equations that were used to design the RSSCT were developed<br />
based on similitude and dimensional analysis (Crittenden et al. 1986, 1987, 1989,<br />
1991; Hineline et al. 1987; Sontheimer et al. 1988). The scaling relationship is a<br />
function <strong>of</strong> the carbon particle sizes used in the small-scale (RSSCT) and large-scale<br />
(pilot- or full-scale) columns. A problem with RSSCT design is the possible<br />
dependence <strong>of</strong> the intraparticle diffusivity on <strong>GAC</strong> particle size. The design equa<br />
tions were originally developed with the assumption <strong>of</strong> constant diffusivity (CD).<br />
However, a number <strong>of</strong> small column tests and batch kinetic tests have shown that<br />
the diffusion coefficient decreases proportionally with decreasing particle size, and<br />
a proportional diffusivity (PD) design approach has been developed (Crittenden et<br />
al. 1991; Sontheimer et al. 1988; Benz 1989). The proportional diffusivity design<br />
was used for all RSSCTs conducted as part <strong>of</strong> this project.<br />
The critical RSSCT design parameters are the EBCT and the hydraulic<br />
loading rate, or superficial velocity (v). Also <strong>of</strong> interest is the operation time (t). The<br />
scaling factor (SF) can be defined as the ratio <strong>of</strong> particle diameters (d) <strong>of</strong> the large<br />
particle column (LC) to that <strong>of</strong> small particle column (SC):<br />
SF = dLC/dsc (A.D<br />
The dependency <strong>of</strong> the intraparticle diffusion coefficient (D) on particle size can be<br />
expressed as<br />
Dsc = (dsc/dLC)X DLC = SF"XDLC (A-2)<br />
where X is the diffusivity factor. The following three equations express the<br />
relationships for EBCT, v, and t:<br />
EBCTSC/EBCTLC = (dsc/dLC)2-x = SFX-2 (A.3)<br />
lsAc = (dsc/dLC)2~X = SF*-2 (A.5)<br />
When similitude prevails and the intraparticle diffusion coefficient is not a function<br />
<strong>of</strong> carbon particle size, then the CD design equations with X = 0 are used.<br />
For several studies, especially with NOM as measured <strong>by</strong> TOC and UV254 ,<br />
a linear relationship between D and d has been found (e.g., as shown <strong>by</strong> Benz 1989).<br />
229
230 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
This dependency, with X = 1 , leads to the proportional diffusivity design approach<br />
in which the EBCT and operation time <strong>of</strong> the RSSCT are defined as<br />
EBCTSC = (dsc/d LC) EBCTLC = EBCTLC/SF<br />
(A.6)<br />
The similitude velocity in the RSSCT, v*sc , is directly related to the velocity in the<br />
large-scale column <strong>by</strong> the following equation:<br />
The design <strong>of</strong> an RSSCT based on Equations A.6 and A.8 will yield an RSSCT<br />
column with the same length (1) as the large- or full-scale column.<br />
lsc = v*sc • EBCTSC = (V LC • SF) • (EBCTLC/SF)<br />
(A.9)<br />
lsc = V LC ' EBCTLC = ILC (A' 10)<br />
RSSCTs designed with such long lengths will likely produce excessive head loss<br />
and are difficult to operate at the bench scale.<br />
To shorten the RSSCT bed length, the dominance <strong>of</strong> internal mass transfer<br />
over external mass transfer is utilized. The design velocity <strong>of</strong> the RSSCT, vsc , can<br />
be set to a lower value than that <strong>of</strong> the similitude velocity, as long as it is above the<br />
minimum velocity at which the RSSCT can be operated such that internal mass<br />
transfer still dominates. This minimum velocity is defined with the minimum<br />
Reynolds number, ReSCmjn , which ranges from 0.02 to 0.13 depending on the<br />
molecular weight <strong>of</strong> the compound (Crittenden et al. 1 986). The lack <strong>of</strong> impact <strong>of</strong><br />
Resc on the breakthrough curve has been previously shown, where reducing the<br />
Reynolds number from 5 in the large-scale column, d LC =1.1 mm, to 0.05 in the<br />
RSSCT, dsc = 0.1 1 mm, had very little impact on the modeled breakthrough curve<br />
(Summers et al. 1994b).<br />
Using a value <strong>of</strong> Resc in the RSSCT that is lower than that in the full-scale<br />
system allows a lower vsc in the RSSCT to be used. As shown in Equation A.8, lower<br />
vsc values will result in shorter columns and lower flow rates, both <strong>of</strong> which are<br />
desirable for bench-scale operation. The design equation for the RSSCT hydraulic<br />
loading thus becomes<br />
V = SFvLc(Resc.mi,/Re Lc> (A- 11 )<br />
Values <strong>of</strong> Resc min in the range <strong>of</strong> 1 .0 to 0.5 have been successfully used and are<br />
recommended.<br />
Equations A.6 and A.I 1 were used for the RSSCT design in this study.<br />
These equations are based on proportional diffusivity and have been found to yield<br />
results that are comparable to those <strong>of</strong> pilot- and full-scale systems. Details on the<br />
design, construction, operation, and sampling <strong>of</strong> RSSCTs and pilot plants are<br />
provided in the guidance manual for <strong>GAC</strong> treatment studies for compliance with the<br />
ICR requirements (USEPA 1996).
Appendix B<br />
A Statistical Method for the<br />
Comparison <strong>of</strong> RSSCT and<br />
Field-Scale <strong>GAC</strong><br />
Breakthrough Curves<br />
Many studies performed on a variety <strong>of</strong> waters have shown that the RSSCT<br />
is a good predictor <strong>of</strong> field-scale <strong>GAC</strong> performance for control <strong>of</strong> NOM and DBF<br />
precursors when representative samples are collected for the RSSCT influent<br />
(Summers et. al. 1995). Comparisons are usually made qualitatively, using descrip<br />
tors such as "well-predicted," "well-simulated," and "good predictability." A quan<br />
titative method <strong>of</strong> comparing RSSCT and field-scale breakthrough patterns using<br />
statistical analysis has not been rigorously developed. Such a method would be used<br />
on a case-<strong>by</strong>-case basis to quantitatively determine whether the RSSCT is a good<br />
predictor <strong>of</strong> field-scale <strong>GAC</strong> performance. A statistical method <strong>of</strong> breakthrough<br />
curve comparison can strengthen the foundation upon which the RSSCT is com<br />
pared to field-scale data.<br />
Paired t-Test Procedure__________________<br />
To systematically and quantitatively evaluate the RSSCT prediction <strong>of</strong><br />
field-scale <strong>GAC</strong> performance, the paired t-test was utilized. A typical use <strong>of</strong> the<br />
paired t-test is to compare two analytical methods. Several samples that are uniquely<br />
matched and related, or paired, are split and analyzed <strong>by</strong> each method to obtain a<br />
series <strong>of</strong> paired measurements (Berthouex and Brown 1994). The average differ<br />
ence between the two methods is calculated, and the paired t-test is used to determine<br />
whether, at some confidence level, the average difference between paired points is<br />
significantly different from zero. The paired t-test assumes that the series <strong>of</strong><br />
differences are independent and normally distributed (Daniel 1987).<br />
To be used in a paired t-test, <strong>GAC</strong> breakthrough data sets must be in the form<br />
<strong>of</strong> a time series <strong>of</strong> normalized effluent concentrations (effluent values reported as<br />
fractions <strong>of</strong> influent values, C/C0). Since sample points <strong>of</strong> the RSSCT and fieldscale<br />
adsorber are not normally paired in time, one data set is interpolated to obtain<br />
values corresponding to the sample times <strong>of</strong> the second data set. Linear interpolation<br />
is performed after the RSSCT breakthrough data have been scaled to equivalent<br />
field-scale time. To minimize error, the data set chosen for interpolation is that with<br />
231
252 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
the highest average density <strong>of</strong> sample points present within the time range that both<br />
sets share. This data set is termed the interpolated data set. Therefore, the location<br />
in time <strong>of</strong> each sample point within the data set with a lower density <strong>of</strong> points (the<br />
reference data set) is used to obtain a point on the interpolated data set. Sample<br />
points from either data set lying outside <strong>of</strong> the range that both share are discarded,<br />
except for two points located at each end <strong>of</strong> the interpolated data set. These two<br />
points must be retained in order to perform the first and last interpolations. Once two<br />
sets <strong>of</strong> paired sample points are generated, the difference between each pair, or the<br />
residual, is calculated. The average difference across the entire data set is an<br />
indicator <strong>of</strong> how well the RSSCT predicts field-scale performance.<br />
The null hypothesis, HQ, is defined as follows:<br />
HQ :<br />
"The difference between the two breakthrough curves is zero,"<br />
or udo = 0.<br />
where udo is the hypothesized population mean difference.<br />
The alternate hypothesis, HA , is defined as:<br />
H A :<br />
"The difference between the two breakthrough curves is not zero," or<br />
The test statistic, t, is calculated <strong>by</strong> Equation B.I, assuming the differences are a<br />
random sample <strong>of</strong> a normally distributed population <strong>of</strong> differences (Daniel 1987):<br />
where<br />
« - * (B.1)<br />
( S SA)<br />
_<br />
d = the sample mean difference<br />
s^ = the standard deviation <strong>of</strong> the difference<br />
n = the number <strong>of</strong> observations<br />
A level <strong>of</strong> significance, a, is chosen for acceptance or rejection <strong>of</strong> the null<br />
hypothesis. The test statistic is compared to the critical test statistic, t* (obtained<br />
from a table <strong>of</strong> probabilities <strong>of</strong> student's t distribution), to determine whether, at the<br />
(1 - a ) x 100 percent confidence level, the null hypothesis is accepted.<br />
Important assumptions <strong>of</strong> the paired t-test are that the series <strong>of</strong> differences<br />
are independent and that their distribution is normal. An empirical test <strong>of</strong> serial<br />
dependence is the autocorrelation function (ACF), available in statistical s<strong>of</strong>tware<br />
packages, which measures the correlation between differences at certain units apart<br />
in the series (West and Hepworth 1991).<br />
To test whether a series <strong>of</strong> differences fulfills a normal distribution, a<br />
probability plot is generated. The plotting position <strong>of</strong> the ranked differences is<br />
calculated using Equation B.2 (Berthouex and Brown 1994):<br />
Appendix B 233<br />
where p is the probability and i is the rank. Based on their calculated probability, the<br />
differences are plotted against the position they would occupy in a normal distribu<br />
tion. A straight line indicates a normal distribution. Deviations from a straight line<br />
are an indication that the distribution is not normal, but results <strong>of</strong> the paired t-test<br />
procedure are still valid for deviations that are not drastic (Daniel 1987). This<br />
procedure is not quantitative and was not used to distinguish non-normal distribu<br />
tions in this study.<br />
As many sample points as possible should be used for comparisons <strong>of</strong><br />
breakthrough curves <strong>by</strong> the paired t-test procedure. When the method is applied to<br />
small sample sizes, especially those containing fewer than 10 points, results may be<br />
negatively affected <strong>by</strong> the presence <strong>of</strong> one or two outliers in the original break<br />
through curves, even when the breakthrough curves show similar overall trends.<br />
Results obtained for small sample sizes should be accepted with caution. A<br />
statistical method that eliminates outliers prior to the test is recommended for small<br />
sample sizes.<br />
Application_____________________________<br />
The paired t-test method has been applied to data obtained from field-scale<br />
<strong>GAC</strong> columns and RSSCTs for the four waters presented in Chapter 3. The waters<br />
studies were Ohio River water, Lake Gaillard water, Mississippi River water, and<br />
Passaic River water. For ORW, MRW, and PRW, the breakthrough curve compari<br />
son method was applied to TOC, UV254 , TTHM, HAA6, and TOX. For LOW, the<br />
breakthrough curve comparison method was applied to TOC, TTHM, and HAAS.<br />
For this study, a was chosen as 0.05 to yield a 95 percent confidence level.<br />
Figure B.I shows the RSSCT and field-scale <strong>GAC</strong> breakthrough behavior<br />
for TOC obtained using ORW. The RSSCT data set contained fewer points within<br />
the range that both data sets occupy and was used as the reference data set. The<br />
RSSCT and interpolated field-scale <strong>GAC</strong> breakthroughcurves are shown in Figure<br />
B.2. The comparison <strong>of</strong> the paired points showed that d = 0.0167, s^- = 0.0595, and<br />
n = 34, which yields t = 1.637. The critical test statistic, t*, for a = 0.05, obtained<br />
from a table <strong>of</strong> probabilities <strong>of</strong> t distributions with 33 degrees <strong>of</strong> freedom, is 2.036.<br />
Thus, t is less than t*, and the null hypothesis (i.e., no difference between the<br />
breakthrough curves) can be accepted once the assumption that the series <strong>of</strong><br />
differences is independent is verified. The results <strong>of</strong> the ACF analysis are presented<br />
in Figure B .3, which is a plot <strong>of</strong> autocorrelations against each lag, or autocorrelogram.<br />
A significant autocorrelation would be represented as a bar extending beyond the<br />
plotted parentheses, which represent a 95 percent confidence level for a serial<br />
autocorrelation <strong>of</strong> the data at a particular lag. The probability plot, which qualita<br />
tively assesses the normality <strong>of</strong> the distribution, is shown in Figure B.4. Because the<br />
ACF analysis showed that there were no serial correlations, and since t is less than<br />
t*, the null hypothesis was accepted: TOC breakthrough behavior for ORW was not<br />
significantly different between the RSSCT and field-scale adsorber at the 95 percent<br />
confidence level. A summary <strong>of</strong> the results <strong>of</strong> this method applied to all RSSCT<br />
verification studies is shown in Table B.I.<br />
The comparison between field-scale and RSSCT UV254 breakthrough for<br />
PRW (Figure B.5) yielded a t value <strong>of</strong> 1.947. The critical t statistic, t*, value was
234 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Table B.1 Summary <strong>of</strong> field-scale and RSSCT breakthrough curve comparisons<br />
<strong>Water</strong><br />
Parameter<br />
n<br />
Average<br />
difference,<br />
d<br />
Independent<br />
series <strong>of</strong><br />
differences?<br />
Significant<br />
difference in<br />
d at a = 0.05?<br />
Variance,<br />
s^ 2<br />
ORW<br />
TOC<br />
uv254<br />
TTHM<br />
HAA6<br />
TOX<br />
34<br />
13<br />
8<br />
8<br />
5<br />
0.017<br />
0.057<br />
0.037<br />
0.101<br />
0.094<br />
yes<br />
yes<br />
yes<br />
yes<br />
yes<br />
no<br />
yes<br />
no<br />
yes<br />
no<br />
0.0035<br />
0.0045<br />
0.0055<br />
0.013<br />
0.010<br />
LGW<br />
TOC<br />
TTHM<br />
HAAS<br />
7<br />
7<br />
7<br />
0.010<br />
0.030<br />
0.051<br />
yes<br />
yes<br />
yes<br />
no<br />
no<br />
no<br />
0.0070<br />
0.017<br />
0.010<br />
MRW<br />
TOC<br />
uv254<br />
TTHM<br />
HAA6<br />
22<br />
11<br />
9<br />
9<br />
0.075<br />
0.149<br />
0.072<br />
0.066<br />
no<br />
yes<br />
yes<br />
no<br />
NA*<br />
yes<br />
no<br />
NA<br />
0.011<br />
0.019<br />
0.071<br />
0.026<br />
TOX<br />
5<br />
0.058<br />
yes<br />
no<br />
0.0070<br />
PRW<br />
TOC<br />
uv254<br />
TTHM<br />
HAA6<br />
TOX<br />
32<br />
31<br />
9<br />
10<br />
10<br />
0.008<br />
0.014<br />
0.038<br />
0.048<br />
0.026<br />
no<br />
no<br />
yes<br />
yes<br />
yes<br />
NA<br />
NA<br />
no<br />
no<br />
no<br />
0.0054<br />
0.0017<br />
0.0083<br />
0.0060<br />
0.0038<br />
NA = not applicable; series <strong>of</strong> differences is independent.<br />
2.042. Since t is less than t*, the null hypothesis was accepted: The UV254<br />
breakthrough curves for PRW were not significantly different.<br />
Figure B.6 shows the field-scale and RSSCT TTHM breakthrough for<br />
LGW. For these breakthrough curves, the results showed a t value <strong>of</strong> 0.617, which<br />
is less than the t* value <strong>of</strong> 2.447. The RSSCT and field-scale TTHM breakthrough<br />
curves for LGW were not significantly different at the 95 percent confidence level.<br />
The results <strong>of</strong> the statistical method <strong>of</strong> comparing breakthrough curves for<br />
these three preceding examples do not contradict a qualitative assessment <strong>of</strong> how<br />
well the RSSCT predicted field-scale <strong>GAC</strong> breakthrough. However, this is not<br />
always the case, as illustrated <strong>by</strong> the following example. Figure B.7 shows fieldscale<br />
and RSSCT H AA6 breakthrough curves obtained for MRW. It is clear that the<br />
field-scale curve had a high immediate breakthrough as compared to the RSSCT,<br />
which showed a very low immediate breakthrough. The RSSCT data then showed<br />
a steeper breakthrough than did the field-scale data, and at about 19 scaled operation<br />
days the two curves crossed. Qualitatively, the RSSCT did not provide a good fit <strong>of</strong><br />
field-scale breakthrough. The results <strong>of</strong> the statistical method yielded a t value <strong>of</strong><br />
1.234, which is less than the t* value <strong>of</strong> 2.306. Thus, according to the method, the<br />
two curves were not significantly different. These results are caused <strong>by</strong> the addition
Appendix B 235<br />
<strong>of</strong> large positive and negative differences, which led to a mean value <strong>of</strong> the<br />
differences near zero. A similar effect was seen when TTHM breakthrough curves<br />
were compared for MRW, as shown in Figure B.8. For these cases, the calculated<br />
variance, s^2 , may be a useful indicator <strong>of</strong> the occurrence <strong>of</strong> this effect. Figure B.9<br />
shows the variance for all RSSCT and field-scale breakthrough curve comparisons.<br />
The highest variances seen were those generated from MRW HAA6 and TTHM<br />
breakthrough curve comparisons (Figures B.7 and B.8). A high variance was also<br />
associated with MRW UV254 breakthrough (Figure B.I7), which showed the same<br />
breakthrough effect seen for HAA6 and TTHM breakthrough but for which the null<br />
hypothesis was rejected. A high variance was also found for LOW TTHM break<br />
through (Figure B.6) and was due to scatter in the data. All remaining breakthrough<br />
curve comparisons are shown in Figures B. 10 through B .22, and the results obtained<br />
are summarized in Table B.I.<br />
Summary_________________________<br />
A statistical method has been developed, based on paired t-test analysis, to<br />
quantitatively compare RSSCT and field-scale <strong>GAC</strong> breakthrough curves. The<br />
procedure has been applied to four waters for a range <strong>of</strong> parameters, and the results<br />
are summarized in Table B.I. Of the 18 cases studied, 14 yielded an independent<br />
series <strong>of</strong> differences. Of these, 11 were not significantly different at the a = 0.05<br />
confidence level. Assumptions <strong>of</strong> independent and normally distributed differences<br />
should be verified. Certain breakthrough patterns that contain large positive and<br />
negative differences and that qualitatively do not show a good fit may be incorrectly<br />
assessed <strong>by</strong> this test. However, a high variance associated with the average<br />
difference can be used as an indicator that the results <strong>of</strong> the test should be accepted<br />
with caution. A variance greater than 0.015 is recommended as the criterion based<br />
on these results.<br />
The drawback <strong>of</strong> any statistical method to quantitatively compare break<br />
through curves is that the procedure results in acceptance or rejection <strong>of</strong> the fit. A<br />
statistical method's "acceptance" <strong>of</strong> the null hypothesis that there is no significant<br />
difference between two breakthrough curves does not mean the RSSCT was<br />
successful. On the other hand, when the same method determines that the two curves<br />
are significantly different, it does not mean that the RSSCT results are unusable.<br />
Either <strong>of</strong> the two conclusions reached using a statistical method must be combined<br />
with sound engineering judgment and common sense before a final evaluation <strong>of</strong> the<br />
data is made. When it is expected that the RSSCT breakthrough data "well predict"<br />
field-scale breakthrough data, it is useful to have a method available that provides<br />
a statistical basis for the comparison, beyond a simple qualitative statement based<br />
on visual inspection. However, certain factors can affect the comparison made using<br />
the statistical method, leading to a result that contradicts that based on sound<br />
engineering judgment. It is extremely important that when a statistical method is<br />
used for breakthrough curve comparisons, it should not be used blindly, without a<br />
thorough study <strong>of</strong> the data available.
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Note: LAG = units apart in series; CORR = correlation; SE = standard error<br />
Figure B.3 Autocorrelogram <strong>of</strong> TOC residuals for Ohio river water<br />
2-<br />
2<br />
1-<br />
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Residual<br />
Figure B.4 Probability polot <strong>of</strong> TOC residuals for Ohio River water
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242 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
1.0<br />
TOX<br />
0°<br />
0.8 -<br />
g 0.6 -<br />
§ 0.4 H<br />
8<br />
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0.2-<br />
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0.0<br />
—i—<br />
25 50 75 100<br />
Scaled operation time (days)<br />
• Full-scale effluent<br />
0 RSSCT effluent<br />
125 150<br />
Figure B.13 Interpolated full-scale and RSSCT TOX breakthrough for Ohio River water<br />
1.0<br />
TOC<br />
0.8 -<br />
8<br />
o 0.6 -\<br />
0.4 -I<br />
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0.0<br />
25 50 75 100<br />
* Pilot-scale effluent<br />
0 RSSCT effluent<br />
125 150<br />
Scaled operation time (days)<br />
Figure B.14 Interpolated full-scale and RSSCT and pilot-scale TOC breakthrough for<br />
Lake Gaillard water
Appendix B 243<br />
0.0<br />
25 50 75 100<br />
• Pilot-scale effluent<br />
0 RSSCT effluent<br />
125 150<br />
Scaled operation time (days)<br />
Figure B.15 Interpolated pilot-scale and RSSCT HAAS breakthrough for Lake Gaillard<br />
water<br />
• Pilot-scale effluent<br />
0 RSSCT effluent<br />
Scaled operation time (days)<br />
Figure B.16 Interpolated pilot-scale and RSSCT TOC breakthrough for Mississippi River<br />
water
244 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
1.0<br />
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10<br />
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40 50<br />
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Figure B.17 Interpolated RSSCT and pilot-scale UV254 breakthrough for Mississippi River<br />
water<br />
8<br />
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8<br />
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Figure B.18 Interpolated pilot-scale and RSSCT TOX breakthrough for Mississippi River<br />
water
Appendix B 245<br />
0.0<br />
100 125<br />
9 Pilot-scale effluent<br />
0 RSSCT effluent<br />
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Figure B.19 Interpolated pilot-scale and RSSCT TOC breakthrough for Passaic River<br />
water<br />
1.0<br />
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Figure B.20 Interpolated pilot-scale and RSSCT TTHM breakthrough for Passaic River<br />
water
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Appendix C__________<br />
Development <strong>of</strong> a New Test<br />
for Disinfection By-Product<br />
Formation Assessment:<br />
Uniform Formation Conditions<br />
Until recently, two approaches have been used to assess the formation <strong>of</strong><br />
chlorination disinfection <strong>by</strong>-products in drinking water: the formation potential test<br />
and the simulated distribution system test. Under the FP test, waters are chlorinated<br />
at high doses and long incubation times to maximize DBF formation and to<br />
indirectly assess the presence <strong>of</strong> DBF precursors (Stevens and Symons 1977).<br />
Typically, these conditions are a 7-day incubation period, a temperature <strong>of</strong> 25°C, a<br />
pH <strong>of</strong> 7, and a chlorine residual <strong>of</strong> 3 to 5 mg/L at the end <strong>of</strong> the incubation period<br />
(APHA et al. 1992). These high chlorine doses and long incubation times lead to the<br />
formation <strong>of</strong> more chloro-substituted than bromo-substituted DBFs (Symons et al.<br />
1993; Shukairy et al. 1994) compared to the speciation <strong>of</strong> DBFs formed under the<br />
conditions common to a treatment plant and distribution system. Moreover, a utility<br />
cannot directly use the FP test results to evaluate how changes in a given treatment<br />
will affect compliance with DBF regulations.<br />
To more accurately represent DBF formation in a specific distribution<br />
system, utilities can perform SDS tests, where samples are chlorinated under sitespecific<br />
conditions <strong>of</strong> time, temperature, pH, and chlorine dose or residual that<br />
reflect the conditions found in the distribution system. This test was initiated <strong>by</strong> J.<br />
DeMarco and A. Stevens at the USEPA for five field investigations in 1978 (Miller<br />
et al. 1982), and the results from SDS tests have been shown to represent DBF<br />
formation found in distribution systems well (Koch et al. 1991). A limitation <strong>of</strong> the<br />
SDS test is that chlorination conditions vary among distribution systems, compli<br />
cating DBF formation comparisons among different waters.<br />
A new test has been developed in an effort to provide a means for direct DBF<br />
formation comparisons among different waters, and it utilizes chlorination under<br />
constant conditions that are representative <strong>of</strong> average distribution system condi<br />
tions. This approach has been termed the uniform formation conditions test for DBF<br />
formation (Summers et al. 1996). The UFC test can also be used to study the effect<br />
<strong>of</strong> treatment conditions on subsequent DBF formation.<br />
247
248 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
Objectives<br />
The objectives <strong>of</strong> this appendix are (1) to describe the UFC test conditions<br />
and the rationale for their selection, (2) to present the results <strong>of</strong> chlorine demand<br />
studies performed on various waters, and (3) to present the results <strong>of</strong> sensitivity<br />
analyses performed on each UFC parameter for three waters.<br />
Uniform Formation Conditions_____________<br />
The chlorination conditions selected for the UFC test are as follows: 24±1<br />
hours, 20.0+1.0°C, pH 8.0±0.2, and 1.0±0.4 mg/L free chlorine residual after 24<br />
hours, as outlined in Table C. 1.<br />
A complete description <strong>of</strong> the UFC test procedure can be found in Summers<br />
et al. (1996). The process <strong>of</strong> selecting the conditions for the UFC test began with the<br />
distribution <strong>of</strong> a comprehensive survey to utilities and researchers who perform the<br />
SDS and FP tests. A range <strong>of</strong> conditions for the SDS test were obtained from data<br />
generated <strong>by</strong> the survey. Together with data made available from the AWWA <strong>Water</strong><br />
Industry Database (WIDE), based on information gathered from 318 large utilities<br />
that indicated free chlorine as the only residual disinfectant, a preliminary UFC set<br />
was developed. An important difference with respect to previous approaches was<br />
the adoption <strong>of</strong> a target chlorine residual rather than the use <strong>of</strong> a chlorine dose based<br />
on TOC. After discussions with several researchers and utility representatives,<br />
proposed conditions for the UFC test were agreed upon, as shown in Table C.I.<br />
Incubation Time<br />
Incubation times <strong>of</strong> 1 to 3. days were initially considered. Data from the<br />
WIDE showed that the average maximum time in the distribution system is 3.0 days,<br />
and that the average mean time is 1.3 days. Initially, an incubation time <strong>of</strong> 3 days<br />
was proposed, representing average maximum conditions in the distribution sys<br />
tem. From a practical viewpoint, however, a 1-day incubation time yields faster<br />
results and allows for more tests to be conducted. In a 5-day work week, four tests<br />
could be conducted if the incubation time were 1 day, whereas a 3-day incubation<br />
time would allow for only three tests to be conducted per week. Additionally, if a<br />
chlorine demand study were required for a given sample, then the complete test<br />
could be completed in 2 days with a 1-day incubation time, as opposed to 6 days if<br />
a 3-day incubation time were used. An investigation <strong>of</strong> DBF formation kinetics<br />
(described later) showed that the increase in DBF formation from 1 to 3 days<br />
Table C.1 UFC test conditions<br />
Parameter Value<br />
Incubation time (hours) 24±1<br />
Incubation temperature (°C) 20.0±1.0<br />
pH 8.0±0.2<br />
24-hour chlorine residual (mg/L) 1.0±0.4
Appendix C 249<br />
averaged 22 percent for two waters examined and three DBFs analyzed. Ultimately,<br />
an incubation time <strong>of</strong> 1 day was chosen for the UFC test.<br />
Incubation Temperature<br />
Initially, a temperature <strong>of</strong> 22±2°C was proposed, allowing labs to conduct<br />
the test at ambient temperatures, without an incubator. After further discussion, it<br />
was determined that temperature extremes commonly found in labs were greater<br />
than those acceptable for the UFC test and that, as such, many labs would require<br />
a temperature-controlled incubator anyway. In view <strong>of</strong> this information, a lower<br />
temperature with a narrower range <strong>of</strong> acceptable deviation was proposed: 20.0± 1.0°C.<br />
pH Value<br />
The pH value for the test has not changed throughout the discussions. A pH<br />
<strong>of</strong> 8.0 was chosen to reflect the impact <strong>of</strong> the Lead and Copper Rule on distribution<br />
system pH. Both samples and the chlorine dosing solution were buffered at pH 8.0<br />
with a borate buffer. Approximately 2 mL/L pH 8.0 borate buffer (1 .OM boric acid<br />
and 0.26M sodium hydroxide) was added to each sample before dosing. The dosing<br />
solution was buffered to pH 8.0 <strong>by</strong> addition <strong>of</strong> pH 6.7 borate buffer (1 .OM boric acid<br />
and 0.1 \M sodium hydroxide) based on the method described <strong>by</strong> Koch et al. (1987).<br />
Chlorine Residual<br />
A target chlorine residual after 24 hours <strong>of</strong> 1.0 mg/L free chlorine was<br />
chosen. This value is supported <strong>by</strong> the WIDE data, which reported an average mean<br />
residual <strong>of</strong> 0.90 mg/L. The average minimum and maximum chlorine residuals<br />
supplied <strong>by</strong> the WIDE are 0.39 and 1.57 mg/L, respectively. The acceptable range<br />
for the UFC test was decreased from ±0.5 to ±0.4 mg/L, after concerns were<br />
expressed that low residuals after 24 hours would not lead to detectable residuals<br />
after 3 to 5 days. The minimum acceptable chlorine residual, 0.7 mg/L, was thought<br />
still to yield a detectable residual after 3 to 5 days in most waters. Some concern was<br />
also expressed that for waters with very high TOC concentrations, a residual would<br />
not be detectable after 5 days. To address these issues, chlorine demand studies were<br />
performed, the results are presented in the next section.<br />
Results and Discussion_________________<br />
Chlorine Demand<br />
One <strong>of</strong> the primary objectives in the establishment <strong>of</strong> the UFC test is that<br />
the chlorination conditions be representative <strong>of</strong> average distribution system condi<br />
tions. As stated earlier, the UFC test requires a 1.0-mg/L chlorine residual after 24<br />
hours. Another concern is the maintenance <strong>of</strong> a residual for periods that reflect<br />
maximum times in a distribution system. Therefore, chlorine decay kinetics were<br />
investigated for a range <strong>of</strong> waters to determine whether the selected chlorine<br />
residual <strong>of</strong> 1.0 mg/L after 1 day would still yield detectable residuals after 3 to 5<br />
days, as would be necessary in a distribution system. Figure C.I shows chlorine
250 <strong>Removal</strong> <strong>of</strong><strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
decay kinetics for several raw waters with moderate to high dissolved organic<br />
carbon concentrations (Dugan et al. 1995). For a chlorine dose that yielded a 24-hour<br />
chlorine residual near 1.0 mg/L, a chlorine residual was detected on day 3 and day<br />
5 for both Little Miami River (Ohio) water (DOC = 3.3 mg/L) and Winton Lake<br />
(Cincinnati, Ohio) water (DOC = 5.2 mg/L). Harsha Lake (Cincinnati, Ohio) water<br />
(DOC = 6.1 mg/L) showed no detectable residual after n day 3, and an extreme<br />
example, Hillsborough River (Florida) water (DOC = 16.4 mg/L), showed no<br />
detectable residual after day 2.<br />
The chlorine demand <strong>of</strong> all four raw waters should be significantly lowered<br />
<strong>by</strong> treatment. Chlorine decay studies performed on finished waters in which a<br />
1.0-mg/L residual was measured after 1 day have consistently yielded detectable<br />
chlorine residuals after 3 to 5 days. Results for three finished waters, Lake Gaillard<br />
water, Ohio River water, and Salt River Project water, with TOC concentrations<br />
ranging from 1.4 to 2.2 mg/L, are shown in Figure C.2. All three waters yielded<br />
detectable residuals on days 3 and 5 when the chlorine residual after 1 day was near<br />
1.0 mg/L.<br />
Because the UFC test accepts a range <strong>of</strong> 0.3 mg/L above and below the<br />
target 1.0-mg/L 24-hour chlorine residual, the lower limit <strong>of</strong> the target residual was<br />
investigated to demonstrate that, after a 24-hour residual near 0.7 mg/L, a chlorine<br />
residual would still be detectable after 3 and 5 days. Figure C.3 shows a comparison<br />
<strong>of</strong> two chlorine doses on SRPW that yielded two residuals after 24 hours (1.0 and<br />
0.6 mg/L). A detectable residual was measured for both waters on day 5. As shown<br />
in Figure C.4, similar results were found with Ohio River water for three chlorine<br />
doses yielding 24-hour residuals as low as 0.6 mg/L. A chlorine residual was<br />
detectable after 3 to 5 days for all three doses. For waters with higher TOC<br />
concentrations, however, the 24-hour residual needed to be higher to yield a 5-day<br />
detectable residual, as illustrated in Figure C.5 for Manatee Lake (Brandenton, Fla.)<br />
water (MLW). Dosed to yield the target 24-hour residual <strong>of</strong> 1.0 mg/L, this water<br />
yielded a detectable residual on day 3 but not on day 5. Increasing the dosage to yield<br />
a 1.5 mg/L residual after 24 hours resulted in a 0.5 mg/L 5-day residual.<br />
Sensitivity Analysis<br />
An investigation <strong>of</strong> the sensitivity <strong>of</strong> DBF formation to small and large<br />
deviations from UFC was performed on three waters. For the sensitivity analysis,<br />
one parameter was varied over a range <strong>of</strong> interest while the remaining parameters<br />
were held constant at the proposed UFC. This procedure was repeated for all<br />
parameters for three waters: ORW, SRPW, and MLW. All three waters were<br />
sampled after conventional treatment, which included alum coagulation, sedimen<br />
tation, and filtration. ORW is an industrially impacted source water with low TOC<br />
concentration, medium bromide concentration, and medium alkalinity. SRPW is a<br />
water with moderate TOC concentration, high bromide concentration, and high<br />
alkalinity. MLW is a surface water with high TOC concentration, low alkalinity, and<br />
high bromide concentration. General water quality parameters are summarized in<br />
Table C.2.<br />
The range <strong>of</strong> parameter values examined in the sensitivity analysis is shown<br />
in Table C.3. The values were selected to represent the range commonly found in<br />
distribution systems.
Appendix C 251<br />
Table C.2 <strong>Water</strong> quality <strong>of</strong> waters used in sensitivity analysis<br />
<strong>Water</strong><br />
Parameter<br />
ORW<br />
SRPW<br />
MLW<br />
Treatment<br />
TOC concentration (mg/L)<br />
Bromide concentration (ug/L)<br />
Alkalinity (mg/L as CaCO 3)<br />
Total hardness (mg/L as CaCO 3)<br />
PH<br />
Conventional<br />
1.3<br />
35<br />
.60<br />
• 128<br />
8.2<br />
Conventional<br />
.2.2<br />
89<br />
113<br />
176<br />
8.1<br />
Conventional<br />
4.1<br />
107<br />
12<br />
92<br />
7.8<br />
Table C.3 Sensitivity analysis experimental matrix<br />
Parameter<br />
UFC test<br />
value<br />
UFC test<br />
window<br />
ORW<br />
Sensitivity analysis<br />
range examined<br />
SRPW<br />
MLW<br />
Incubation time (hours)<br />
Incubation temperature (°C)<br />
24<br />
20.0<br />
±1<br />
±1.0<br />
4-120<br />
6-36<br />
24-120<br />
9-30<br />
12-120<br />
9-33<br />
PH<br />
24-hour chlorine residual (mg/L)<br />
8.0<br />
1.0<br />
±0.2<br />
±0.3<br />
6.5-8.7<br />
0.3-3.1<br />
7.0-8.7<br />
0.5-1.5<br />
7.2-8.8<br />
0.5-1.6<br />
DBF formation was characterized in terms <strong>of</strong> total trihalomethane, the sum<br />
<strong>of</strong> six haloacetic acids, and total organic halide. The HAA species included in HAA6<br />
were monochloroacetic acid, dichloroacetic acid, trichloroacetic acid, monobromoacetic<br />
acid, dibromoacetic acid, and bromochloroacetic acid. All error bars in the<br />
remaining figures represent relative percent differences (RPD) based on analyses <strong>of</strong><br />
duplicate chlorination tests. Pairs <strong>of</strong> vertical dashed lines shown in the figures<br />
indicate the limits <strong>of</strong> the UFC test window for each parameter.<br />
Effect <strong>of</strong> Incubation Time<br />
Figures C.6, C.7, and C.8 show the effect <strong>of</strong> incubation time on the<br />
formation <strong>of</strong> THM, HAA, and TOX, respectively, for ORW. Figures C.9, C. 10, and<br />
C.ll show the equivalent data obtained for SRPW. Figures C.I2, C.I3, and C.I4<br />
show the data obtained for MLW. Incubation time was varied from 4 hours to 5 days<br />
for ORW, from 1 to 5 days for SRPW, and from 12 hours to 5 days for MLW. For<br />
all three waters, most <strong>of</strong> the 3-day DBF formation was already present after the first<br />
24 hours <strong>of</strong> reaction: 24-hour formation averaged 84 percent <strong>of</strong> 3-day formation<br />
(range: 71 -93 percent) for TTHM, HAA6, and TOX. After 24 hours, the increased<br />
formation <strong>of</strong> both TTHM and HAA6 was largely driven <strong>by</strong> the formation <strong>of</strong> the more<br />
chloro-substituted species, while the more bromo-substituted species showed fast<br />
initial rates <strong>of</strong> formation within the first 24 hours and smaller increases after 24
252 <strong>Removal</strong> <strong>of</strong><strong>DBP</strong> <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
hours. This phenomenon occurred with all three waters examined and has been<br />
reported <strong>by</strong> others (Symons et al. 1993).<br />
Effect <strong>of</strong> Incubation Temperature<br />
The effect <strong>of</strong> incubation temperature on DBF formation was examined over<br />
a temperature range <strong>of</strong> 6 to 36°C for ORW (Figures C. 15, C. 16, and C. 17), 9 to 30°C<br />
forSRPW (Figures C.I8, C.I9, and C.20), and 9 to 33°C for MLW (Figures C.21,<br />
C.22, and C.23). While all DBFs analyzed showed an increase in formation with<br />
increasing temperature, the effect was more pronounced for TTHM and HAA6.<br />
This increase in formation after 24 hours at the higher temperatures can be attributed<br />
to an increase in reaction rates at the higher temperatures. The more chlorosubstituted<br />
THMs and HAAs showed larger increases in formation with increasing<br />
temperature than did the more bromo-substituted species. For instance, while<br />
DCAA and MCAA formation in SRPW increased <strong>by</strong> more than 95 percent each<br />
between incubation temperatures <strong>of</strong> 9 and 30°C, DBAA and MBAA formation<br />
showed 40 and 30 percent increases, respectively, over the same temperature range<br />
(Figure C. 19). This impact <strong>of</strong> temperature on speciation was likely due to the slower<br />
formation kinetics <strong>of</strong> the chloro-substituted DBFs (Krasner et al. 1992; Symons et<br />
al. 1993). As shown in Figures C.9 and C. 10, most <strong>of</strong> the bromo-substituted species<br />
were already formed after 24 hours, while the chloro-substituted species were still<br />
forming and thus were more sensitive to temperature changes. Similar effects were<br />
observed in the ORW and MLW studies.<br />
Effect <strong>of</strong> pH<br />
Figures C.24, C.25, and C.26 show the effect <strong>of</strong> pH on THM, HAA, and<br />
TOX formation, respectively, for ORW. The effect <strong>of</strong> pH on THM, HAA, and TOX<br />
formation for SRPW is shown in Figures C.27, C.28, and C.29, respectively, and that<br />
for MLW is shown in Figures C.30, C.31, and C.32. DBF formation was examined<br />
for ORW over a pH range <strong>of</strong> 6.7 to 8.7, for SRPW over a pH range <strong>of</strong> 7.0 and 8.7,<br />
and for MLW over a pH range <strong>of</strong> 7.2 and 8.8. A base catalyzed reaction, TTHM<br />
formation increased with increasing pH, driven <strong>by</strong> an increase in CHC13 formation,<br />
for all waters. For all waters, changes in HAA6 formation with increasing pH were<br />
similar. An increase in pH up to 8.2 did not affect HAA6 formation, and between<br />
8.2 and 8.7 there was a decrease in HAA6 formation for all waters, which is<br />
consistent with results reported <strong>by</strong> others (Stevens et al. 1989; Reckhow and Singer<br />
1985). For all waters, the decrease in HAA6 formation at high pH values was driven<br />
<strong>by</strong> a decrease in TCAA formation. TOX formation was not affected <strong>by</strong> pH within<br />
the range examined, which could represent a balance between the formation <strong>of</strong> base<br />
catalyzed and acid catalyzed DBFs.<br />
Effect <strong>of</strong> 24-Hour Chlorine Residual<br />
The effect <strong>of</strong> 24-hour chlorine residual was investigated from 0.3 to 3.1 mg<br />
C1 2/L for ORW (Figures C.33, C.34, and C.35), from 0.5 to 1.5 mg CL/L for SRPW<br />
(Figures C.36, C.37, and C.38), and from 0.5 to 1.6 mg C1,/L for MLW (Figures<br />
C.39, C.40, and C.41) . For ORW, TTHM formation sho'wed an increase with<br />
increasing residual only above 1.3 mg C12/L, while HAA6 formation was more<br />
strongly affected, showing a linear increase over the entire residual range. The<br />
increase in formation was largely driven <strong>by</strong> increases in TCAA and DCAA. There<br />
was a slight increase in TOX formation with increasing chlorine residual. For
Appendix C 253<br />
SRPW, both TTHM and HAA6 showed slight increases in formation with increas<br />
ing chlorine residual, driven <strong>by</strong> increases in the more chloro-substituted species. For<br />
MLW, there was little change in TTHM and HAA6 formation over this chlorine<br />
residual range. TOX formation showed no change in formation for all three waters<br />
within the ranges examined.<br />
DBF Formation Sensitivity Within UFC Test Window<br />
The goal in providing an acceptable window for each UFC test parameter<br />
was to establish limits on the acceptance <strong>of</strong> data for the test; this goal was intended<br />
to allow for some deviation from the required test conditions in a manner that would<br />
result in little change in DBF formation. From the data collected for the sensitivity<br />
analysis, the percent change in DBF formation within the UFC test window was<br />
calculated. Table C.4 summarizes the DBF formation sensitivity to UFC. Within the<br />
acceptable window, DBF formation was least sensitive to incubation time (average<br />
2.3 percent change) and most sensitive to pH and 24-hour chlorine residual (average<br />
5.4 and 5.0 percent change, respectively). For ORW, the average change in DBF<br />
formation within all parameter windows was 3.0 percent, with a minimum <strong>of</strong> 1<br />
percent and a maximum <strong>of</strong> 9 percent. The average change in DBF formation within<br />
all parameter windows for SRPW was 3.8 percent, with a minimum and maximum<br />
<strong>of</strong> 1 and 8 percent, respectively. For MLW, the average change in DBF formation<br />
was 4.3 percent, with a minimum and maximum <strong>of</strong>
254 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Chlorine demand tests showed that UFC should yield a 3-5 day detectable<br />
chlorine residual in most treated waters. Future work should include chlorine<br />
demand tests on finished waters with higher TOC concentrations than those<br />
presented here (to determine the presence <strong>of</strong> a residual after 3 and 5 days) and on<br />
finished waters with low alkalinity (to determine the robustness <strong>of</strong> the buffer<br />
system).<br />
DBF formation under UFC was not drastically affected <strong>by</strong> variations within<br />
the acceptable windows given for the waters used in this study: Ohio River water,<br />
Salt River Project water, and Manatee Lake water. The average change in DBF<br />
formation for all three DBFs, all three waters, and at the extremes <strong>of</strong> all UFC<br />
parameter windows was 3.7 percent. For any given DBF, formation at the limits <strong>of</strong><br />
the UFC parameter windows did not exceed 13 percent. Within the UFC test<br />
window, TTHM formation was most sensitive to changes in pH, HAA6 formation<br />
was most sensitive to changes in 24-hour chlorine residual, and TOX was most<br />
sensitive to changes in pH for SRPW and 24-hour chlorine residual for ORW.<br />
Overall, for the waters examined, DBF formation was not overly sensitive to the<br />
conditions chosen for the UFC test or to slight changes that are still acceptable for<br />
the test.
Appendix C 255<br />
o Hillsborough River 16.4<br />
a HarshaLake 6.1<br />
O Winton Lake 5.2<br />
Little Miami River 3.3<br />
DOC (mg/L) Chlorine dose (mg/L)<br />
26<br />
7.7<br />
6.1<br />
5.5<br />
0 -<br />
0123456<br />
Incubation time (days)<br />
Source: Data from Dugan et al. (1995)<br />
Figure C.1 Chlorine decay kinetics for raw waters with moderate to high DOC<br />
concentrations<br />
3.0<br />
—i———•———i———'———i———•-<br />
TOC (mg/L) Chlorine dose (mg/L)<br />
2.5 -<br />
O)<br />
e 2.0 -<br />
"3<br />
O Lake Gaillard<br />
o Ohio River<br />
a Salt River Project<br />
1.4<br />
1.9<br />
2.2<br />
2.2<br />
2.6<br />
2.5<br />
1 1.5-1<br />
£<br />
o<br />
I 1'°"1<br />
O<br />
0.5 -<br />
0.0<br />
—r~<br />
2<br />
T~<br />
4<br />
T-<br />
5<br />
Incubation time (days)<br />
Figure C.2 Chlorine decay kinetics for three finished waters
256 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
Salt River Project water 24-hour chlorine<br />
TOC = 2.2 mg/L residual (mg/L)<br />
0.0<br />
234<br />
Incubation time (days)<br />
Figure C.3 Effect <strong>of</strong> chlorine dose on chlorine decay kinetics for Salt River Project water<br />
Ohio River water<br />
TOC = 1.3 mg/L<br />
24-hour chlorine<br />
residual (mg/L)<br />
a 1.3<br />
O 0,8<br />
A 0.6<br />
o.o<br />
234<br />
Incubation time (days)<br />
Figure C.4 Effect <strong>of</strong> chlorine dose on chlorine decay kinetics for Ohio River water
Appendix C 257<br />
Manatee Lake water<br />
TOC = 4.1 mg/L<br />
24-hour chlorine<br />
residual (mg/L)<br />
234<br />
Incubation time (days)<br />
Figure C.5 Effect <strong>of</strong> chlorine dose on chlorine decay kinetics for Manatee Lake water<br />
12345<br />
Incubation time (days)<br />
Note: Incubation temperature, 22°C; pH, 7.95±0.02; 24-hour chlorine residual, 1.32±0.03 mg/L<br />
Figure C.6 Effect <strong>of</strong> incubation time on THM formation for ORW
255 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
012345<br />
Incubation time (days)<br />
Note: Incubation temperature, 22°C; pH, 7.95±0.02; 24-hour chlorine residual, 1.32±0.03 mg/L<br />
Figure C.7 Effect <strong>of</strong> incubation time on HAA formation for ORW<br />
300<br />
o -4<br />
012345<br />
Incubation time (days)<br />
Note: Incubation temperature, 22°C; pH, 7.95±0.02; 24-hour chlorine residual, 1.32±0.03 mg/L<br />
Figure C.8 Effect <strong>of</strong> incubation time on TOX formation for ORW
Appendix C 259<br />
120<br />
100-<br />
80 -<br />
TO<br />
60 -<br />
40 -<br />
20 -<br />
234<br />
Incubation time (days)<br />
Note: Incubation temperature, 20°C; pH, 8.03±0.03; 24-hour chlorine residual, 1.00+0.05 mg/L<br />
Figure C.9 Effect <strong>of</strong> incubation time on THM formation for SRPW<br />
50<br />
I §<br />
40-<br />
30-<br />
20 -<br />
10 -<br />
§ —<br />
6<br />
—————— 5<br />
- —— *r<br />
——————-a——————<br />
———————————— Q——— •—————————<br />
———:——?<br />
§<br />
HAA6<br />
ORWHAA6<br />
5 DCAA<br />
TCAA<br />
BCAA<br />
OBAA<br />
MCAA<br />
MBAA<br />
Incubation time (days)<br />
Note: Incubation temperature, 20°C; pH, 8.03±0.03; 24-hour chlorine residual, 1.00±0.05 mg/L<br />
Figure C.10 Effect <strong>of</strong> incubation time on HAA formation for SRPW
txj<br />
Ox<br />
so<br />
I 1<br />
I<br />
i<br />
C *<br />
3 g<br />
P &<br />
_L 0><br />
ro 5<br />
rn =<br />
=* §<br />
(D 3<br />
a 1<br />
o a<br />
-t. C<br />
5' P<br />
O ro<br />
& 6<br />
O I<br />
3 a,<br />
=•• b<br />
3-. 0 1+<br />
Appendix C 261<br />
120<br />
234<br />
Incubation time (days)<br />
Note: Incubation temperature, 20°C; pH, 8.00±0.02; 24-hour chlorine residual, 1.03±0.07 mg/L<br />
Figure C.13 Effect <strong>of</strong> incubation time on HAA formation for MLW<br />
800<br />
234<br />
Incubation time (days)<br />
Note: Incubation temperature, 20°C; pH, 8.00+0.02; 24-hour chlorine residual, 1.03±0.07 mg/L<br />
Figure C.14 Effect <strong>of</strong> incubation time on TOX formation for MLW
262 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
20 30<br />
Incubation temperature (°C)<br />
40<br />
Note: Incubation time, 24 hours; pH, 8.04±0.02; 24-hour chlorine residual, 0.99±0.09 mg/L<br />
Figure C.15 Effect <strong>of</strong> incubation temperature on THM formation for ORW<br />
20 30<br />
Incubation temperature (°C)<br />
40<br />
Note: Incubation time, 24 hours; pH, 8.04±0.02; 24-hour chlorine residual, 0.99±0.09 mg/L<br />
Figure C.16 Effect <strong>of</strong> incubation temperature on HAA formation for ORW
Appendix C 263<br />
250<br />
10 20<br />
30<br />
Incubation temperature (°C)<br />
Note: Incubation time, 24 hours; pH, 8.04±0.02; 24-hour chlorine residual, 0.99±0.09 mg/L<br />
Figure C.17 Effect <strong>of</strong> incubation temperature on TOX formation for ORW<br />
0 10 20 30<br />
Incubation temperature (°C)<br />
Note: Incubation time, 24 hours; pH, 8.01 ±0.02; 24-hour chlorine residual, 1.08±0.11 mg/L<br />
Figure C.18 Effect <strong>of</strong> incubation temperature on THM formation for SRPW
264 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
50<br />
HAA6<br />
3- 40-<br />
1<br />
I 30-<br />
(D<br />
ORW<br />
HAA6<br />
20 -<br />
DCAA<br />
10 -<br />
TCAA<br />
BCAA<br />
DBAA<br />
~ MCAA<br />
O MBAA<br />
10 . 20 30<br />
40<br />
Incubation temperature (°C)<br />
Note: Incubation time, 24 hours; pH, 8.01±0.02; 24-hour chlorine residual, 1.08+0.11 mg/L<br />
Figure C.19 Effect <strong>of</strong> incubation temperature on HAA formation for SRPW<br />
200 -<br />
..-• ORW<br />
150 -<br />
..H<br />
100 -<br />
50-<br />
10 20 30<br />
40<br />
Incubation temperature (°C)<br />
Note: Incubation time, 24 hours; pH, 8.01 ±0.02; 24-hour chlorine residual, 1.08±0.11 mg/L<br />
Figure C.20 Effect <strong>of</strong> incubation temperature on TOX formation for SRPW
Appendix C 265<br />
250<br />
20 30<br />
Incubation temperature (°C)<br />
40<br />
Note: Incubation time, 24 hours; pH, 8.01 ±0.02; 24-hour chlorine residual, 0.97±0.05 mg/L<br />
Figure C.21 Effect <strong>of</strong> incubation temperature on THM formation for MLW<br />
120<br />
20 30<br />
Incubation temperature (°C)<br />
40<br />
Note: Incubation time, 24 hours; pH, 8.01 ±0.02; 24-hour chlorine residual, 0.97+0.05 mg/L<br />
Figure C.22 Effect <strong>of</strong> incubation temperature on HAA formation for MLW
266 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
800<br />
700 -<br />
600 -<br />
O<br />
S» 500<br />
*-' /<br />
f 20° -<br />
—!•"—'<br />
.__..— SRPWTOX<br />
8<br />
x 100-<br />
O<br />
ORW TOX<br />
10 20<br />
Incubation temperature (°C)<br />
30<br />
40<br />
Note: Incubation time, 24 hours; pH, 8.01 ±0.02; 24-hour chlorine residual, 0.97±0.05 mg/L<br />
Figure C.23 Effect <strong>of</strong> incubation temperature on TOX formation for MLW<br />
80<br />
60 -<br />
TTHM<br />
O<br />
t 40 -<br />
CHCIj<br />
O<br />
20 -<br />
CHBrCI<br />
O CHBr2CI<br />
6.5 7.0 7.5 8.0<br />
PH<br />
8.5 9.0<br />
9.5<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; 24-hour chlorine residual, 1.03±0.03 mg/L<br />
Figure C.24 Effect <strong>of</strong> pH on THM formation for ORW
Appendix C 267<br />
40<br />
0 MCAA<br />
D DBAA<br />
O MBAA<br />
'13 q<br />
20 -<br />
HAA6<br />
DCAA<br />
BCAA<br />
TCAA<br />
6.5 7.0 7.5 8.0<br />
PH<br />
8.5 9.0 9.5<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; 24-hour chlorine residual, 1.03±0.03 mg/L<br />
Figure C.25 Effect <strong>of</strong> pH on HAA formation for ORW<br />
£*JW<br />
d 200 -<br />
O<br />
-<br />
0 150 -<br />
1<br />
c 100 -<br />
8<br />
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6. 5 7.0 7.5<br />
8.0<br />
PH<br />
-i ————— | ———— , ————— ! ————— , —————<br />
8.5 9.0 9.<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; 24-hour chlorine residual,1.03±0.03 mg/L<br />
Figure C.26 Effect <strong>of</strong> pH on TOX formation for ORW
00<br />
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Appendix C 269<br />
250<br />
O<br />
o><br />
1<br />
200-<br />
150-<br />
100-<br />
X<br />
e 50.<br />
ORW<br />
6.5 7.0<br />
7.5 8.0<br />
PH<br />
8.5 9.0 9.5<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; 24-hour chlorine residual, 1.03±0.10 mg/L<br />
Figure C.29 Effect <strong>of</strong> pH on TOX formation for SRPW<br />
200<br />
160 -<br />
TTHM<br />
•I 120 -<br />
CHCI,<br />
80 -<br />
SRPW TTHM<br />
ORW TTHM<br />
40 -<br />
A CHBrCI2<br />
O CHBfjCI<br />
6.5<br />
7.0 7.5 8.0<br />
PH<br />
8.5 9.0 9.5<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; 24-hour chlorine residual, 0.98±0.03 mg/L<br />
Figure C.30 Effect <strong>of</strong> pH on THM formation for MLW
.<br />
^<br />
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8-<br />
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Appendix C 271<br />
80<br />
TTHM<br />
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-£-45-<br />
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0-0 0.5 1.0 1.5 2.0 2.5<br />
24-hour chlorine residual (mg/L)<br />
3.0 3.5<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; pH, 7.97±0.02 mg/L<br />
Figure C.33 Effect <strong>of</strong> 24-hour chlorine residual on THM formation for ORW<br />
0.5 1.0 1.5 2.0 2.5<br />
24-hour chlorine residual (mg/L)<br />
3.0 3.5<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; pH, 7.97±0.02 mg/L<br />
Figure C.34 Effect <strong>of</strong> 24-hour chlorine residual on HAA formation for ORW
272 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
250<br />
,-» 200-<br />
C<br />
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8<br />
0.0 0.5 1.0 1.5 2.0 2.5<br />
24-hour chlorine residual (mg/L)<br />
3.0<br />
3.5<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; pH, 7.97±0.02 mg/L<br />
Figure C.35 Effect <strong>of</strong> 24-hour chlorine residual on TOX formation for ORW<br />
0.5 1.0 1.5<br />
24-hour chlorine residual (mg/L)<br />
2.0<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; pH, 8.02±0.03 mg/L<br />
Figure C.36 Effect <strong>of</strong> 24-hour chlorine residual on THM formation for SRPW
i A<br />
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274 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> GA C <strong>Adsorption</strong><br />
200 -<br />
———————— 1 ————————————— | ————————— -T——<br />
,..., _____ , ,.,.. —— .<br />
d 150-<br />
I<br />
1<br />
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-— — $ ————<br />
_- —— 5 ————<br />
^-<br />
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ṛ.._<br />
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A ———<br />
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———————— 0 —————————— __.^ CHBr2CI<br />
ft -<br />
0.0 0.5 1.0 1.5<br />
24-hour chlorine residual (mg/L)<br />
2.0<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; pH, 8.01*0.02 mg/L<br />
Figure C.39 Effect <strong>of</strong> 24-hour chlorine residual on THM formation for MLW<br />
0.5 1.0 1.5<br />
24-hour chlorine residual (mg/L)<br />
2.0<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; pH, 8.01 ±0.02 mg/L<br />
Figure C.40 Effect <strong>of</strong> 24-hour chlorine residual on HAA formation for MLW
Appendix C 275<br />
/uu -<br />
1<br />
i<br />
i<br />
•<br />
650-<br />
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I ———— i<br />
1<br />
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-<br />
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"<br />
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50-<br />
-<br />
n -<br />
0.0 0.5 1.0 1.5<br />
24-hour chlorine residual (mg/L)<br />
2.0<br />
Note: Incubation time, 24 hours; incubation temperature, 20°C; pH, 8.01 ±0.02 mg/L<br />
Figure C.41 Effect <strong>of</strong> 24-hour chlorine residual on TOX formation for MLW
References<br />
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Metz, D.H., R.S. Summers, and J. DeMarco. 1993. The Assessment <strong>of</strong><br />
Preozonation, Biotreatment, and <strong>GAC</strong> <strong>Adsorption</strong> <strong>of</strong> <strong>DBP</strong> <strong>Precursors</strong><br />
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Proceedings <strong>of</strong> AWWA <strong>Water</strong> Quality Technology Conference. Denver,<br />
Colo.: AWWA.<br />
Miller, R., D.J. Hartman, J. DeMarco, and B.W. Lykins, Jr. 1982. Feasibility<br />
Study <strong>of</strong> Granular Activated Carbon <strong>Adsorption</strong> and On-Site<br />
Regeneration. EPA-600/S2-82-087. Washington, D.C.: USEPA.<br />
Miltner, R.J. and R.S. Summers. 1992. A Pilot-Scale Study <strong>of</strong> Biological<br />
Treatment. In Proc. AWWA Annual Conf. Denver, Colo.: AWWA.<br />
Mogren, E., P.V. Scorpino, and R.S. Summers. 1990. Measurement <strong>of</strong><br />
Biodegradable Dissolved Organic Carbon in Drinking <strong>Water</strong>. In Proc.<br />
AWWA Annual Conference. Denver, Colo.: AWWA.<br />
Owen, D.M., G. Amy, and Z.K. Chowdhury. 1992. Characterization <strong>of</strong> Natural<br />
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Randtke, S.J., and V.L. Snoeyink. 1983. Evaluating <strong>GAC</strong> Adsorptive Capacity.<br />
Jour. AWWA, 75(8):406.<br />
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During Fulvic Acid Chlorination and Implications With Respect to<br />
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and Health Effects, Vol. 5. Edited <strong>by</strong> R.L. Jolley. Chelsea, Mich.: Lewis<br />
Publishers.<br />
Roberts, P. V., and R.S. Summers. 1982. Granular Activated Carbon Performance<br />
for Organic Carbon <strong>Removal</strong>. Jour. AWWA. 74(2):113-118.<br />
Semmens, M.J., and A.B. Staples. 1986. The Nature <strong>of</strong> Organics Removed<br />
During Treatment <strong>of</strong> Mississippi River <strong>Water</strong>. Jour. AWWA, 78(2):76.<br />
Semmens, M.J., G.E. Norgaard, G. Hohenstein, and A.B. Staples. 1986. Influence<br />
<strong>of</strong> pH on the <strong>Removal</strong> <strong>of</strong> Organics <strong>by</strong> Granular Activated Carbon. Jour.<br />
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<strong>of</strong> Molecular Size and Heterodispersity. Ph.D. dissertation, Department<br />
<strong>of</strong> Civil Engineering, Stanford University, Stanford, Calif.<br />
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Abbreviations<br />
ACF autocorrelation function<br />
amu atomic mass unit<br />
a level <strong>of</strong> significance<br />
aQ, a,, BO, Cj parameters used in regression<br />
analysis modeling <strong>of</strong><br />
pretreatment<br />
Avg. average<br />
AWWA American <strong>Water</strong> Works<br />
Association<br />
AWWARF American <strong>Water</strong> Works<br />
Association <strong>Research</strong> Foundation<br />
BAT best available technology<br />
BCAA bromochloroacetic acid<br />
BDOC biodegradable dissolved organic<br />
carbon<br />
Br:DOC bromide-to-DOC ratio<br />
BrrTOC bromide-to-TOC ratio<br />
BV bed volumes<br />
C concentration<br />
C. concentration <strong>of</strong> immediate<br />
imm<br />
breakthrough<br />
CQ influent concentration<br />
C Q average influent concentration<br />
CD constant diffusivity<br />
CH chloral hydrate<br />
°C degrees Celsius<br />
cm centimeter<br />
I/cm per centimeter<br />
CT conventional treatment<br />
CUR carbon usage rate<br />
CWC Culp-Wesner-Culp<br />
CWW Cincinnati <strong>Water</strong> Works<br />
D dalton<br />
d day<br />
D-<strong>DBP</strong> Rule Disinfectants-Disinfection By-<br />
Products Rule<br />
DBAA dibromochloroacetic acid<br />
DBF disinfection <strong>by</strong>-products<br />
283<br />
<strong>DBP</strong>FP disinfection <strong>by</strong>-product formation<br />
potential<br />
DCAA dichloroacetic acid<br />
DCE cw-l,2-dichloroethene<br />
DOC dissolved organic carbon<br />
EBCT empty bed contact time<br />
eV electron volt<br />
FGW Florida groundwater<br />
FP formation potential<br />
ft foot<br />
g gram<br />
<strong>GAC</strong> granular activated carbon<br />
gal gallons<br />
GC gas chromatography<br />
gpm gallons per minute<br />
h hour<br />
HAA haloacetic acid<br />
HAAS sum <strong>of</strong> five haloacetic acids<br />
HAA6 sum <strong>of</strong> six haloacetic acids<br />
ICR Information Collection Rule<br />
in. Hg inch mercury<br />
JPWD Jefferson Parish <strong>Water</strong> District<br />
k' ratio <strong>of</strong> resin void volume to<br />
volume <strong>of</strong> sample passed<br />
kW'h kilowatt-hour<br />
L liter<br />
LC large column<br />
LCW laboratory clean water<br />
LGW Lake Gaillard water<br />
Ibs pounds<br />
M molar<br />
m meter
284 <strong>Removal</strong> <strong>of</strong> DBF <strong>Precursors</strong> <strong>by</strong> <strong>GAC</strong> <strong>Adsorption</strong><br />
MBAA monobromoacetic acid<br />
MCAA monochloroacetic acid<br />
MCL maximum contaminant level<br />
mg milligrams<br />
mgd million gallons per day<br />
jig microgram<br />
uL microliter<br />
mil gal million gallon<br />
min minutes<br />
mL milliliter<br />
MLW Manatee Lake water<br />
mm millimeter<br />
MRW Mississippi River water<br />
MS molecular size (synonymous to<br />
apparent molecular weight,<br />
AMW); mass spectrometry<br />
N normal<br />
n bromine incorporation factor for<br />
THM speciation<br />
n' bromine incorporation factor for<br />
HAA speciation<br />
nm nanometer<br />
NOM natural organic matter<br />
O&M operation and maintenance<br />
OC optimized coagulation<br />
ORW Ohio River water<br />
PD proportional diffusivity<br />
pH negative logarithm <strong>of</strong> hydrogen<br />
ion concentration<br />
PRW Passaic River water<br />
PTFE polytetrafluoroethylene<br />
PVWC Passaic Valley <strong>Water</strong> Commission<br />
PY-GC-MS pyrolysis gas chromatographymass<br />
spectrometry<br />
rpm<br />
RSSCT<br />
s<br />
SC<br />
SCCRWA<br />
SDS<br />
SF<br />
SOC<br />
SRP<br />
SRPW<br />
TCAA<br />
THM<br />
'in,<br />
TOC<br />
TOX<br />
TTHM<br />
UC<br />
UFC<br />
UM<br />
USEPA<br />
UV<br />
UV 254<br />
WIDB<br />
WTP<br />
solid phase concentration<br />
correlation coefficient<br />
revolutions per minute<br />
rapid small-scale column test<br />
second<br />
small column<br />
South Central Connecticut<br />
Regional <strong>Water</strong> Authority<br />
simulated distribution system<br />
scaling factor<br />
synthetic organic chemical<br />
Salt River Project<br />
Salt River Project water<br />
trichloroacetic acid<br />
trihalomethane<br />
time at which adsorbable fraction<br />
begins to show breakthrough<br />
total organic carbon<br />
total organic halide<br />
total trihalomethane<br />
University <strong>of</strong> Cincinnati<br />
uniform formation conditions<br />
University <strong>of</strong> Massachusetts<br />
United States Environmental<br />
Protection Agency<br />
ultraviolet<br />
ultraviolet light absorbance at 254<br />
nanometers<br />
<strong>Water</strong> Industry Data Base<br />
<strong>Water</strong> treatment plant
American <strong>Water</strong> Works Association<br />
RESEARCH FOUNDATION<br />
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