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Feliz Natal

A equipe Biotec lhe deseja um

Feliz Natal e Próspero 2010

HEAT CONDUCTION - 3/ED

HEAT CONDUCTION - 3/ED Autor: KAKAC
Editora: TAYLOR & FRANCIS - 1993
ISBN: 9781560320272
Área: Eng. Mecânica
N. Páginas: 363
Valor:
R$354,00

Em Estoque - Qtd. Limitada (1)
Prazo de entrega (conforme local ou região):
Correios Encomenda Normal: 03 a 15 dias úteis
Correios Sedex: 2 a 3 dias úteis


LIVRO SEM USO, COM PAGINAS AMARELADAS PELO TEMPO - CONTEUDO PERFEITO

CONTENTS:
Foundations of Heat Transfer p. 1
Modes of Heat Transfer p. 2
Continuum Concept p. 3
Definitions and Concepts of Thermodynamics p. 4
First Law of Thermodynamics p. 5
Second Law of Thermodynamics p. 9
Temperature Distribution p. 11
Fourier's Law of Heat Conduction p. 12
Thermal Conductivity p. 17
Newton's Cooling Law p. 20
Stefan-Boltzmann Law of Radiation p. 22
General Heat Conduction Equation p. 29
Derivation of General Heat Conduction Equation p. 29
Initial and Boundary Conditions p. 34
Temperature-Dependent Thermal Conductivity and Kirchhoff Transformation p. 40
One-Dimensional Steady-State Heat Conduction p. 45
One-Dimensional Steady-State Heat Conduction Without Heat Sources p. 45
One-Dimensional Steady-State Heat Conduction with Heat Sources p. 63
Temperature-Dependent Thermal Conductivity p. 72
Space-Dependent Internal Energy Generation p. 74
Extended Surfaces: Fins and Spines p. 75
Orthogonal Functions, Fourier Expansions, and Finite Fourier Transforms p. 99
Characteristic Value Problems p. 100
Orthogonal Functions p. 104
Sturm-Liouville Problem p. 104
Fourier Series and Finite Fourier Transform p. 107
Ordinary Fourier Series and Finite Fourier Transforms p. 109
Complete Fourier Series p. 115
Fourier-Bessel Series and Finite Hankel Transforms p. 118
Steady Two- and Three-Dimensional Heat Conduction: Solutions with Separation of Variables p. 129
Steady Two-Dimensional Problems in the Rectangular Coordinate System p. 129
Steady Two-Dimensional Problems in the Cylindrical Coordinate System p. 143
Steady Two-Dimensional Problems in the Spherical Coordinate System p. 152
Steady Three-Dimensional Systems p. 161
Heat Transfer Rates p. 164
Unsteady Heat Conduction: Solutions with Separation of Variables p. 177
Lumped Heat Capacity Systems p. 179
One-Dimensional Distributed Systems p. 183
Multidimensional Systems p. 202
Periodic Surface Temperature Change p. 213
Solutions with Integral Transforms p. 225
Introductory Example p. 226
Finite Fourier Transforms p. 231
Fourier Transforms in the Semi-Infinite Interval p. 232
Unsteady-State Problems in Rectangular Coordinates p. 236
Steady Two- and Three-Dimensional Problems in Rectangular Coordinates p. 241
Hankel Transforms p. 245
Problems in Cylindrical Coordinates p. 246
Problems in Spherical Coordinates p. 250
Observations on the Method p. 253
Solutions with Laplace Transforms p. 257
Definition of the Laplace Transform p. 258
Introductory Example p. 259
Some Important Properties of Laplace Transforms p. 261
The Inverse Laplace Transform p. 263
Laplace Transforms and Heat Conduction Problems p. 269
Plane Wall p. 269
Semi-Infinite Solid p. 273
Solid Cylinder p. 276
Solid Sphere p. 278
Numerical Solutions p. 283
Finite-Difference Approximation of Derivatives p. 284
Finite-Difference Formulation of Steady-State Problems in Rectangular Coordinates p. 285
Finite-Difference Approximation of Boundary Conditions p. 288
Irregular Boundaries p. 290
Solution of Finite-Difference Equations p. 291
Finite-Difference Formulation of One-Dimensional, Unsteady-State Problems in Rectangular Coordinates p. 296
Finite-Difference Formulation of Two-Dimensional, Unsteady-State Problems in Rectangular Coordinates p. 303
Finite-Difference Formulation of Problems in Cylindrical Coordinates p. 305
Errors in Finite-Difference Solutions p. 307
Convergence and Stability p. 309
Graphical Solutions p. 310
Further Methods of Solution p. 317
Duhamel's Method p. 317
Integral Method p. 320
Variational Formulation and Solution by the Ritz Method p. 331
Problems Involving Phase Change p. 336
Appendix A Thermophysical Properties p. 343
Appendix B Bessel Functions p. 347
Appendix C Numerical Values of Error Function p. 357
Index

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