1.1 MB pdf - Bolsa Chica Lowlands Restoration Project
1.1 MB pdf - Bolsa Chica Lowlands Restoration Project
1.1 MB pdf - Bolsa Chica Lowlands Restoration Project
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SECTION 3: ANALYSIS<br />
concentrations, potential toxicity that may result following inundation of sediments that are<br />
currently dry may be estimated, and remedial actions to mitigate this toxicity may be<br />
planned.<br />
Simple linear regression analyses of COPEC concentrations in pore water on those in<br />
sediment were performed using SAS (1994) PROC REG. All models were considered<br />
significant if p#0.05. The results of these analyses (scatterplots and associated regression<br />
analyses) for all chemicals and data transformations are presented in Appendix H. Of<br />
70 chemicals considered, significant regressions based on untransformed data were<br />
obtained for only seven chemicals (aldrin, arsenic, beryllium, alpha chlordane, endosulfan<br />
sulfate, mercury, and phenanthrene). The highest r 2 for these chemicals was 0.28. Significant<br />
regression models were obtained for 10 of 70 chemicals (acenaphthene, aldrin, arsenic,<br />
beryllium, alpha chlordane, copper, endosulfan I, endrin aldehyde, total DDT, and thallium)<br />
based on natural-log-transformed data. The highest r 2 from these data was 0.24.<br />
Because significant relationships between concentrations of COPECs in pore water to those<br />
in sediment were observed for few chemicals, and these relationships generally accounted<br />
for less that 25 percent of variation, the pore water bioassay results cannot be used to predict<br />
potential toxicity from pore water associated with the sediments. The pore water bioassays<br />
may, however, be used to evaluate potential toxicity at locations where pore water already<br />
exists.<br />
Correlations Between COPECs in Sediment<br />
Many COPECs have been detected in sediment from throughout the <strong>Bolsa</strong> <strong>Chica</strong> <strong>Lowlands</strong><br />
(using the entire ERA Sampling and Analyses dataset). To aid in streamlining future data<br />
collection, correlation analyses were performed among analytes detected in sediment to<br />
determine which chemicals were consistently detected in association with each other.<br />
Analyses for chemicals whose occurrence is highly correlated may be reduced, such that<br />
only those chemicals that are the best indicators are analyzed for.<br />
Correlation analyses were performed using SAS (1994) PROC CORR. The resulting<br />
correlation matrix is presented in Table 3-22.<br />
Principal Components Analyses for COPECs in Sediment<br />
Principal components analyses (PCA), a multivariate statistical technique, is another<br />
approach to reduce the dimensionality (i.e., number of variables) associated with COPECs in<br />
sediment. PCA is a statistical technique that linearly transforms the original numerical<br />
variables to a substantially smaller set of uncorrelated variables that represent most of the<br />
information in the original dataset (Dunteman, 1989). These uncorrelated variables, known as<br />
principal components, are a linear combination of the original variables and are sorted in<br />
decreasing order of the amount of variability in the original dataset they explain. Backcorrelation<br />
of the principal component scores with the original data provides an indication of<br />
which parameters each principal component represents. PCA is generally a data evaluation<br />
method used to explore underlying relationships among variables in a large dataset.<br />
PCA was performed on the sediment data previously used for correlation analyses using<br />
SAS (1994) PROC PRINCOMP. (Note: the complete output from the principal components<br />
analyses is included in Appendix H.) A total of 47 principal components was generated, of<br />
which the first 9 accounted for 79.5 percent of the variance in the sediment data (Table 3-23).<br />
ERA REPORT 3-36 SAC/143368(003.DOC)<br />
7/31/02