Page 10 - Bird R.B. Transport phenomena

Contents vii

Ex. 8.3-3 Tangential Annular Flow of a Power- Chapter 10 Shell Energy Balances and
Law Fluid 244 Temperature Distributions in
§8.4° Elasticity and the Linear Viscoelastic Solids and Laminar Flow 290
Models 244
Ex. 8.4-1 Small-Amplitude Oscillatory §10.1 Shell Energy Balances; Boundary
Motion 247 Conditions 291
Ex. 8.4-2 Unsteady Viscoelastic Flow near an §10.2 Heat Conduction with an Electrical Heat
Oscillating Plate 248 Source 292
§8.5* The Corotational Derivatives and the Nonlinear Ex. 10.2-1 Voltage Required for a Given
Viscoelastic Models 249 Temperature Rise in a Wire Heated by an
Ex. 8.5-1 Material Functions for the Oldroyd 6- Electric Current 295
Constant Model 251 Ex. 10.2-2 Heated Wire with Specified Heat
§8.6» Molecular Theories for Polymeric Liquids 253 Transfer Coefficient and Ambient Air
Ex. 8.6-1 Material Functions for the FENE-P Temperature 295
Model 255 §10.3 Heat Conduction with a Nuclear Heat
Questions for Discussion 258 Source 296
Problems 258 §10.4 Heat Conduction with a Viscous Heat
Source 298
§10.5 Heat Conduction with a Chemical Heat
Source 300
Part II Energy Transport §10.6 Heat Conduction through Composite
Walls 303
Ex. 10.6-1 Composite Cylindrical Walls 305
Chapter 9 Thermal Conductivity and §10.7 Heat Conduction in a Cooling Fin 307
the Mechanisms of Energy Ex. 10.7-1 Error in Thermocouple
Transport 263 Measurement 309
§10.8 Forced Convection 310
§9.1 Fourier's Law of Heat Conduction (Molecular §10.9 Free Convection 316
Energy Transport) 266
Questions for Discussion 319
Ex. 9.1-1 Measurement of Thermal
Problems 320
Conductivity 270
§9.2 Temperature and Pressure Dependence of Thermal
Conductivity 272 Chapter 11 The Equations of Change for
Ex. 9.2-1 Effect of Pressure on Thermal
Nonisothermal Systems 333
Conductivity 273
§9.3° Theory of Thermal Conductivity of Gases at Low §11.1 The Energy Equation 333
Density 274 §11.2 Special Forms of the Energy Equation 336
Ex. 9.3-1 Computation of the Thermal §11.3 The Boussinesq Equation of Motion for Forced
Conductivity of a Monatomic Gas at Low and Free Convection 338
Density 277 §11.4 Use of the Equations of Change to Solve Steady-
Ex. 9.3-2 Estimation of the Thermal Conductivity State Problems 339
of a Polyatomic Gas at Low Density 278 Ex. 11.4-1 Steady-State Forced-Convection Heat
Ex. 9.3-3 Prediction of the Thermal Conductivity Transfer in Laminar Flow in a Circular
of a Gas Mixture at Low Density 278 Tube 342
§9.4° Theory of Thermal Conductivity of Ex. 11.4-2 Tangential Flow in an Annulus with
Liquids 279 Viscous Heat Generation 342
Ex. 9.4-1 Prediction of the Thermal Conductivity of Ex. 11.4-3 Steady Flow in a Nonisothennal
a Liquid 280 Film 343
§9.5° Thermal Conductivity of Solids 280 Ex. 11.4-4 Transpiration Cooling 344
§9.6° Effective Thermal Conductivity of Composite Ex. 11.4-5 Free Convection Heat Transfer from a
Solids 281 Vertical Plate 346
§9.7 Convective Transport of Energy 283 Ex. 11.4-6 Adiabatic Frictionless Processes in an
§9.8 Work Associated with Molecular Ideal Gas 349
Motions 284 Ex. 11.4-7 One-Dimensional Compressible Flow:
Questions for Discussion 286 Velocity, Temperature, and Pressure Profiles in a
Problems 287 Stationary Shock Wave 350