- Page 4 and 5: Why WileyPLUS for Engineering? W il
- Page 6 and 7: Wiley is committed to making your e
- Page 8 and 9: To Erik and all others who possess
- Page 10 and 11: viii About the Authors Dr. Huebsch
- Page 12 and 13: x Preface Key Features Illustration
- Page 14 and 15: xii Preface Owing to the growing im
- Page 16 and 17: Featured in this Book FLUIDS IN THE
- Page 18 and 19: xvi Featured in this Book STUDENT S
- Page 20 and 21: xviii Contents 4 FLUID KINEMATICS 1
- Page 22 and 23: xx Contents 9 FLOW OVER IMMERSED BO
- Page 25 and 26: 1 Introduction CHAPTER OPENING PHOT
- Page 27 and 28: 1.1 Some Characteristics of Fluids
- Page 29 and 30: 1.2 Dimensions, Dimensional Homogen
- Page 31 and 32: 1.2 Dimensions, Dimensional Homogen
- Page 33 and 34: 1.2 Dimensions, Dimensional Homogen
- Page 35 and 36: 1.4 Measures of Fluid Mass and Weig
- Page 37 and 38: 1.5 Ideal Gas Law 13 In the ideal g
- Page 39 and 40: 1.6 Viscosity 15 U δa P u B B' b y
- Page 41 and 42: 1.0 8 6 1.6 Viscosity 17 The variou
- Page 43 and 44: 1.6 Viscosity 19 and the value of t
- Page 45 and 46: 1.7 Compressibility of Fluids 21 p
- Page 47 and 48: 1.8 Vapor Pressure 23 the speed of
- Page 49 and 50: 1.9 Surface Tension 25 σ R ΔpπR
- Page 51 and 52: 1.10 A Brief Look Back in History 2
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1.11 Chapter Summary and Study Guid
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Problems 31 Problems Note: Unless s
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Problems 33 1.46 Make use of the da
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Problems 35 10,000 rpm 2 in. Statio
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Problems 37 supported on the surfac
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2.1 Pressure at a Point 39 z p s δ
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2.3 Pressure Variation in a Fluid a
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2.3 Pressure Variation in a Fluid a
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2.3 Pressure Variation in a Fluid a
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2.4 Standard Atmosphere 47 2.4 Stan
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2.5 Measurement of Pressure 49 p va
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2.6 Manometry 51 Open γ 1 A (1) h
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2.6 Manometry 53 γ 2 h 2 γ 1 h 1
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2.7 Mechanical and Electronic Press
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2.8 Hydrostatic Force on a Plane Su
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2.8 Hydrostatic Force on a Plane Su
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2.8 Hydrostatic Force on a Plane Su
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2.9 Pressure Prism 63 so that I xc
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The resultant fluid force acting on
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2.10 Hydrostatic Force on a Curved
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2.11 Buoyancy, Flotation, and Stabi
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2.11 Buoyancy, Flotation, and Stabi
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2.12 Pressure Variation in a Fluid
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p A fluid contained in a tank that
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2.13 Chapter Summary and Study Guid
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Problems 79 Section 2.3 Pressure Va
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Problems 81 manometer the air press
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Problems 83 8 psi Carbon tetrachlor
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Problems 85 10 in. 1 ft Cable 60°
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Problems 87 frictionless horizontal
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Problems 89 the tank has a specific
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Problems 91 2.106 A 2-ft-thick bloc
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3Elementary Fluid Dynamics—The Be
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3.1 Newton’s Second Law 95 Fluid
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The net pressure force on a particl
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3.2 F ma along a Streamline 99 V3.
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3.3 F ma Normal to a Streamline 10
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3.4 Physical Interpretation 103 The
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3.5 Static, Stagnation, Dynamic, an
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3.5 Static, Stagnation, Dynamic, an
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3.5 Static, Stagnation, Dynamic, an
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3.6 Examples of Use of the Bernoull
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3.6 Examples of Use of the Bernoull
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3.6 Examples of Use of the Bernoull
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3.6 Examples of Use of the Bernoull
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3.6 Examples of Use of the Bernoull
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3.6 Examples of Use of the Bernoull
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Q Q ~ H 3/2 3.7 The Energy Line and
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3.7 The Energy Line and the Hydraul
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3.8 Restrictions on Use of the Bern
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3.8 Restrictions on Use of the Bern
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3.9 Chapter Summary and Study Guide
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Problems 133 References 1. Riley, W
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Problems 135 †3.20 Estimate the m
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Problems 137 3.43 Air flows steadil
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Problems 139 3.61 Water flows stead
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Problems 141 1 in. H Q = 2 gal/min
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Problems 143 opened and the pond is
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Problems 145 Section 3.6.3 Flowrate
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4Fluid Kinematics CHAPTER OPENING P
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4.1 The Velocity Field 149 E XAMPLE
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4.1 The Velocity Field 151 V4.4 Fol
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4.1 The Velocity Field 153 y v dy d
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4.1 The Velocity Field 155 or where
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4.2 The Acceleration Field 157 wher
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4.2 The Acceleration Field 159 Obje
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4.2 The Acceleration Field 161 E XA
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4.2 The Acceleration Field 163 V4.1
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4.3 Control Volume and System Repre
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4.4 The Reynolds Transport Theorem
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4.4 The Reynolds Transport Theorem
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4.4 The Reynolds Transport Theorem
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By combining Eqs. 4.14 and 4.18 we
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4.4 The Reynolds Transport Theorem
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4.4 The Reynolds Transport Theorem
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Problems 179 Some of the important
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Problems 181 y v u x V 1 = 4t ft/s
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Problems 183 F I G U R E P4.40 x 5
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Problems 185 4.62 In the region jus
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5Finite Control Volume Analysis CHA
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V Control surface ^ n ^ Vn < 0 V ^
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5.1 Conservation of Mass—The Cont
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5.1 Conservation of Mass—The Cont
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5.1 Conservation of Mass—The Cont
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5.1 Conservation of Mass—The Cont
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5.1 Conservation of Mass—The Cont
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.2 Newton’s Second Law—The Lin
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5.3 First Law of Thermodynamics—T
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5.3 First Law of Thermodynamics—T
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5.3 First Law of Thermodynamics—T
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5.3 First Law of Thermodynamics—T
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5.3 First Law of Thermodynamics —
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5.3 First Law of Thermodynamics —
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5.3 First Law of Thermodynamics—T
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5.3 First Law of Thermodynamics—T
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5.4 Second Law of Thermodynamics—
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For a fixed, nondeforming control v
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Thus, Eqs. 5.110 and 5.112 lead to
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DM sys Problems 245 Deforming contr
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Problems 247 5.11 Air flows steadil
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Problems 249 5.26 Estimate the time
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Problems 251 5.47 A converging elbo
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Problems 253 2-ft-diameter circular
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Problems 255 ω angle of 30° with
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Problems 257 300 mm 5.99 A siphon i
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Problems 259 5.110 The hydroelectri
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Problems 261 24 in. 40 ft/s F I G U
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6DD ifferential Analysis of Fluid F
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6.1 Fluid Element Kinematics 265 x
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) ) 6.1 Fluid Element Kinematics 26
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6.2 Conservation of Mass 269 stream
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For incompressible fluids the conti
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6.2 Conservation of Mass 273 Veloci
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6.3 Conservation of Linear Momentum
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6.3 Conservation of Linear Momentum
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6.4 Inviscid Flow 279 Otherwise, we
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6.4 Inviscid Flow 281 inviscid flow
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6.4 Inviscid Flow 283 photographs a
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6.4 Inviscid Flow 285 E XAMPLE 6.4
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6.5 Some Basic, Plane Potential Flo
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6.5 Some Basic, Plane Potential Flo
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6.5 Some Basic, Plane Potential Flo
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6.5 Some Basic, Plane Potential Flo
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TABLE 6.1 Summary of Basic, Plane P
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so that as u S 0 or u S 2p the half
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6.6 Superposition of Basic, Plane P
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6.6 Superposition of Basic, Plane P
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6.6 Superposition of Basic, Plane P
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6.7 Other Aspects of Potential Flow
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For Newtonian fluids, stresses are
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6.9 Some Simple Solutions for Lamin
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6.9 Some Simple Solutions for Lamin
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6.9 Some Simple Solutions for Lamin
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6.9 Some Simple Solutions for Lamin
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6.9 Some Simple Solutions for Lamin
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6.11 Chapter Summary and Study Guid
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Problems 321 Problems Note: Unless
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Problems 323 (a) Determine the corr
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Problems 325 ω a b C B Δθ D r A
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Problems 327 F I G U R E P6.67 a θ
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Problems 329 (see Video V6.11), the
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6.106 A viscous fluid is contained
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7.1 Dimensional Analysis 333 to stu
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1Recall from Chapter 1 that the not
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7.3 Determination of Pi Terms 337 S
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7.3 Determination of Pi Terms 339 S
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7.4 Some Additional Comments about
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7.4 Some Additional Comments about
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7.5 Determination of Pi Terms by In
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7.6 Common Dimensionless Groups in
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7.6 Common Dimensionless Groups in
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7.7 Correlation of Experimental Dat
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7.7 Correlation of Experimental Dat
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to any system that is governed by t
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7.8 Modeling and Similitude 357 E X
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7.8 Modeling and Similitude 359 V7.
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a minor role and can be neglected.
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7.9 Some Typical Model Studies 363
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7.9 Some Typical Model Studies 365
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7.9 Some Typical Model Studies 367
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7.9 Some Typical Model Studies 369
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7.10 Similitude Based on Governing
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7.11 Chapter Summary and Study Guid
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7.4 What are the dimensions of acce
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Problems 377 where r is the fluid d
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Problems 379 1 of 4 and a fluid den
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Problems 381 wind velocity, V, is a
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8V Viscous Flow in Pipes CHAPTER OP
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8.1 General Characteristics of Pipe
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8.1 General Characteristics of Pipe
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8.1 General Characteristics of Pipe
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8.2 Fully Developed Laminar Flow 39
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8.2 Fully Developed Laminar Flow 39
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8.2 Fully Developed Laminar Flow 39
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8.2 Fully Developed Laminar Flow 39
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8.3 Fully Developed Turbulent Flow
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8.3 Fully Developed Turbulent Flow
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8.3 Fully Developed Turbulent Flow
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8.3 Fully Developed Turbulent Flow
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8.3 Fully Developed Turbulent Flow
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8.3.4 Turbulence Modeling 8.4 Dimen
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8.4 Dimensional Analysis of Pipe Fl
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8.4 Dimensional Analysis of Pipe Fl
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8.4 Dimensional Analysis of Pipe Fl
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8.4 Dimensional Analysis of Pipe Fl
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8.4 Dimensional Analysis of Pipe Fl
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8.4 Dimensional Analysis of Pipe Fl
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8.4 Dimensional Analysis of Pipe Fl
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8.4 Dimensional Analysis of Pipe Fl
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8.4 Dimensional Analysis of Pipe Fl
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8.5 Pipe Flow Examples 429 Pipe flo
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8.5 Pipe Flow Examples 431 energy,
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8.5 Pipe Flow Examples 433 The valu
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8.5 Pipe Flow Examples 435 where D
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Lung Trachea Bronchiole 8.5.2 Multi
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8.5 Pipe Flow Examples 439 A B D 1
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8.6 Pipe Flowrate Measurement 441 F
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8.6 Pipe Flowrate Measurement 443 D
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8.6 Pipe Flowrate Measurement 445 a
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8.7 Chapter Summary and Study Guide
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Colebrook formula Explicit alternat
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Problems 451 8.15 Repeat Problem 8.
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Problems 453 8.48 Water flows throu
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Problems 455 90° threaded elbows 6
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Problems 457 120 m of 0.30-m-diamet
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Problems 459 Elevation = 20 m D = 0
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9Flow over Immersed Bodies CHAPTER
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9.1 General External Flow Character
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9.1 General External Flow Character
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9.1 General External Flow Character
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9.1 General External Flow Character
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9.2 Boundary Layer Characteristics
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9.2 Boundary Layer Characteristics
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9.2 Boundary Layer Characteristics
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9.2 Boundary Layer Characteristics
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9.2 Boundary Layer Characteristics
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9.2 Boundary Layer Characteristics
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C Df 0.04 0.03 0.02 0.01 0.00 Lamin
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9.2 Boundary Layer Characteristics
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9.2 Boundary Layer Characteristics
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9.2 Boundary Layer Characteristics
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9.2 Boundary Layer Characteristics
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An alternative approach is to exten
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9.3 Drag 495 SOLUTION The friction
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9.3 Drag 497 1.0 0.5 1.0 C p = ____
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9.3 Drag 499 TABLE 9.4 Low Reynolds
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V9.9 Oscillating sign V9.10 Flow pa
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9.3 Drag 503 The corresponding Reyn
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9.3 Drag 505 0.6 0.5 ε __ D = rela
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9.3 Drag 507 0.0015 U Hull with no
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9.4 Lift 509 Considerable effort ha
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9.4 Lift 511 D Shape Solid hemisphe
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9.4 Lift 513 Denotes p > p 0 Denote
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9.4 Lift 515 U α Symmetrical U α
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9.4 Lift 517 3.0 2.0 C L V9.18 Lead
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9.4 Lift 519 α = 0 = 0 (a) α > 0
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A dimpled golf ball has less drag a
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References 523 determine the lift a
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Problems 525 *9.5 The pressure dist
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layer momentum thickness, 1x2. As
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Problems 529 †9.63 During a flash
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Problems 531 9.81 An airplane tows
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Problems 533 alter their body shape
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10.1 General Characteristics of Ope
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10.2 Surface Waves 537 Moving end w
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10.2 Surface Waves 539 __ c 2 gy 1.
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10.3 Energy Considerations 541 V10.
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10.3 Energy Considerations 543 For
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10.3 Energy Considerations 545 COMM
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10.4 Uniform Depth Channel Flow 547
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10.4 Uniform Depth Channel Flow 549
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10.4 Uniform Depth Channel Flow 551
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10.4 Uniform Depth Channel Flow 553
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10.6 Rapidly Varied Flow 555 compon
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10.6 Rapidly Varied Flow 557 and th
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10.6 Rapidly Varied Flow 559 as 1se
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10.6 Rapidly Varied Flow 561 Draw d
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C wr 1 10.6 Rapidly Varied Flow 563
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10.6 Rapidly Varied Flow 565 Howeve
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The flowrate from an underflow gate
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use the Manning equation to analyze
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Problems 571 fast will this wave tr
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Problems 573 10.44 The great Kings
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Problems 575 supply water to the sl
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Problems 577 10.105 Water flows fro
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11 Compressible Flow CHAPTER OPENIN
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11.1 Ideal Gas Relationships 581 Th
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11.1 Ideal Gas Relationships 583 Fr
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By combining Eq. 11.23 with Eqs. 11
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11.2 Mach Number and Speed of Sound
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11.3 Categories of Compressible Flo
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11.3 Categories of Compressible Flo
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11.4 Isentropic Flow of an Ideal Ga
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11.4 Isentropic Flow of an Ideal Ga
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11.4 Isentropic Flow of an Ideal Ga
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11.4 Isentropic Flow of an Ideal Ga
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11.4 Isentropic Flow of an Ideal Ga
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11.4 Isentropic Flow of an Ideal Ga
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11.4 Isentropic Flow of an Ideal Ga
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11.4 Isentropic Flow of an Ideal Ga
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11.5 Nonisentropic Flow of an Ideal
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11.5 Nonisentropic Flow of an Ideal
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11.5 Nonisentropic Flow of an Ideal
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11.5 Nonisentropic Flow of an Ideal
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The ideal gas equation of state 1Eq
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11.5 Nonisentropic Flow of an Ideal
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11.5 Nonisentropic Flow of an Ideal
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which for dTds 0 1point b2 gives (
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11.5 Nonisentropic Flow of an Ideal
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11.5 Nonisentropic Flow of an Ideal
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11.5 Nonisentropic Flow of an Ideal
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11.5 Nonisentropic Flow of an Ideal
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11.6 Analogy between Compressible a
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11.7 Two-Dimensional Compressible F
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11.8 Chapter Summary and Study Guid
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References 639 A Isentropic flow A*
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Problems 641 11.18 Using informatio
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Problems 643 factor; compare with t
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12 T urbomachines CHAPTER OPENING P
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12.2 Basic Energy Considerations 64
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12.2 Basic Energy Considerations 64
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12.3 Basic Angular Momentum Conside
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12.4 The Centrifugal Pump 653 From
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12.4 The Centrifugal Pump 655 Centr
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12.4 The Centrifugal Pump 657 pumps
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12.4 The Centrifugal Pump 659 and t
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12.4 The Centrifugal Pump 661 (2) R
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12.4 The Centrifugal Pump 663 Chang
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12.4 The Centrifugal Pump 665 100 E
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12.5 Dimensionless Parameters and S
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12.5 Dimensionless Parameters and S
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12.6 Axial-Flow and Mixed-Flow Pump
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12.8 Turbines 673 12.7 Fans Fans ar
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12.8 Turbines 675 Adjustable guide
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12.8 Turbines 677 ⎥T shaft ⎥ =
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12.8 Turbines 679 or Thus, the nozz
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12.8 Turbines 681 U Section (1) W 2
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12.8 Turbines 683 ω ω Rotor blade
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12.9 Compressible Flow Turbomachine
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12.9 Compressible Flow Turbomachine
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The flow parameter commonly used fo
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12.10 Chapter Summary and Study Gui
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Problems 693 Corrected compressor m
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Problems 695 V r2 = 45 ft/s V 2 = 9
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Problems 697 Fig. 12.14. For z 2 z
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Problems 699 Elevation = 975 m 3 6
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A ppendix A Computational Fluid Dyn
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A.3 Grids 703 To find an algebraic
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A.4 Boundary Conditions A.5 Basic R
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A.5 Basic Representative Examples 7
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A.6 Methodology 709 of which provid
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A.7 Application of CFD 711 F I G U
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References 713 Problems have been d
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Appendix B ■ Physical Properties
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Appendix B ■ Physical Properties
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A ppendix C Properties of the U.S.
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A ppendix D Compressible Flow Graph
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Appendix D ■ Compressible Flow Gr
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Online Appendix List Appendix E: Co
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ANS-2 Answers to Selected Even-Numb
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ANS-4 Answers to Selected Even-Numb
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ANS-6 Answers to Selected Even-Numb
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I-2 Index Bernoulli equation: (cont
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I-4 Index Efficiency, (cont.) mecha
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I-6 Index Hydrometer, 90, video V2.
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I-8 Index Orifice meter, 119, 442 O
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I-10 Index Shallow water wave, 538
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I-12 Index Underflow gate, 566 Unif
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Index of Fluids Phenomena Videos Av
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V7.11 Model of fish hatchery pond V
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■ TABLE 1.3 Conversion Factors fr
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■ TABLE 1.5 Approximate Physical