UID:
almahu_9948197897702882
Format:
1 online resource
Edition:
3rd ed. / David W. Hahn, M. Necati Özışık.
ISBN:
9781118330111
,
1118330110
,
9781118332856
,
1118332857
,
9781118334508
,
1118334507
,
9781118411285
,
1118411285
Content:
"This book supplies the long awaited revision of the bestseller on heat conduction, replacing some of the coverage of numerical methods with content on micro- and nano-scale heat transfer. Extensive problems, cases, and examples have been thoroughly updated, and a solutions manual is available"--
Note:
Revised edition of: Heat conduction / M. Necati Özisik. 2nd ed. c1993.
,
1. Heat Conduction Fundamentals -- 2. Orthogonal Functions, Boundary Value Problems, and the Fourier Series -- 3. Separation of Variables in the Rectangular Coordinate System -- 4. Separation of Variables in the Cylindrical Coordinate System -- 5. Separation of Variables in the Spherical Coordinate System -- 6. Solution of the Heat Equation for Semi-Infinite and Infinite Domains -- 7. Use of Duhamel's Theorem -- 8. Use of Green's Function for Solution of Heat Conduction Problems -- 9. Use of the Laplace Transform -- 10. One-Dimensional Composite Medium -- 11. Moving Heat Source Problems -- 12. Phase-Change Problems -- 13. Approximate Analytic Methods -- 14. Integral Transform Technique -- 15. Heat Conduction in Anisotropic Solids -- 16. Introduction to Microscale Heat Conduction.
,
Heat Conduction Fundamentals --
,
The Heat Flux --
,
Thermal Conductivity --
,
Differential Equation of Heat Conduction --
,
Fourier's Law and the Heat Equation in Cylindrical and Spherical Coordinate Systems --
,
General Boundary Conditions and Initial Condition for the Heat Equation --
,
Nondimensional Analysis of the Heat Conduction Equation --
,
Heat Conduction Equation for Anisotropic Medium --
,
Lumped and Partially Lumped Formulation --
,
Orthogonal Functions, Boundary Value Problems, and the Fourier Series --
,
Orthogonal Functions --
,
Boundary Value Problems --
,
The Fourier Series --
,
Computation of Eigenvalues --
,
Fourier Integrals --
,
Separation of Variables in the Rectangular Coordinate System --
,
Basic Concepts in the Separation of Variables Method --
,
Generalization to Multidimensional Problems --
,
Solution of Multidimensional Homogenous Problems --
,
Multidimensional Nonhomogeneous Problems: Method of Superposition --
,
Product Solution --
,
Capstone Problem --
,
Separation of Variables in the Cylindrical Coordinate System --
,
Separation of Heat Conduction Equation in the Cylindrical Coordinate System --
,
Solution of Steady-State Problems --
,
Solution of Transient Problems --
,
Capstone Problem --
,
Separation of Variables in the Spherical Coordinate System --
,
Separation of Heat Conduction Equation in the Spherical Coordinate System --
,
Solution of Steady-State Problems --
,
Solution of Transient Problems --
,
Capstone Problem --
,
Solution of the Heat Equation for Semi-Infinite and Infinite Domains --
,
One-Dimensional Homogeneous Problems in a Semi-Infinite Medium for the Cartesian Coordinate System --
,
Multidimensional Homogeneous Problems in a Semi-Infinite Medium for the Cartesian Coordinate System --
,
One-Dimensional Homogeneous Problems in An Infinite Medium for the Cartesian Coordinate System --
,
One-Dimensional homogeneous Problems in a Semi-Infinite Medium for the Cylindrical Coordinate System --
,
Two-Dimensional Homogeneous Problems in a Semi-Infinite Medium for the Cylindrical Coordinate System --
,
One-Dimensional Homogeneous Problems in a Semi-Infinite Medium for the Spherical Coordinate System --
,
Use of Duhamel's Theorem --
,
Development of Duhamel's Theorem for Continuous Time-Dependent Boundary Conditions --
,
Treatment of Discontinuities --
,
General Statement of Duhamel's Theorem --
,
Applications of Duhamel's Theorem --
,
Applications of Duhamel's Theorem for Internal Energy Generation --
,
Use of Green's Function for Solution of Heat Conduction Problems --
,
Green's Function Approach for Solving Nonhomogeneous Transient Heat Conduction --
,
Determination of Green's Functions --
,
Representation of Point, Line, and Surface Heat Sources with Delta Functions --
,
Applications of Green's Function in the Rectangular Coordinate System --
,
Applications of Green's Function in the Cylindrical Coordinate System --
,
Applications of Green's Function in the Spherical Coordinate System --
,
Products of Green's Functions --
,
Use of the Laplace Transform --
,
Definition of Laplace Transformation --
,
Properties of Laplace Transform --
,
Inversion of Laplace Transform Using the Inversion Tables --
,
Application of the Laplace Transform in the Solution of Time-Dependent Heat Conduction Problems --
,
Approximations for Small Times --
,
One-Dimensional Composite Medium --
,
Mathematical Formulation of One-Dimensional Transient Heat Conduction in a Composite Medium --
,
Transformation of Nonhomogeneous Boundary Conditions into Homogeneous Ones --
,
Orthogonal Expansion Technique for Solving M-Layer Homogeneous Problems --
,
Determination of Eigenfunctions and Eigenvalues --
,
Applications of Orthogonal Expansion Technique --
,
Green's Function Approach for Solving Nonhomogeneous Problems --
,
Use of Laplace Transform for Solving Semi-Infinite and Infinite Medium Problems --
,
Moving Heat Source Problems --
,
Mathematical Modeling of Moving Heat Source Problems --
,
One-Dimensional Quasi-Stationary Plane Heat Source Problem --
,
Two-Dimensional Quasi-Stationary Line Heat Source Problem --
,
Two-Dimensional Quasi-Stationary Ring Heat Source Problem --
,
Phase-Change Problems --
,
Mathematical Formulation of Phase-Change Problems --
,
Exact Solution of Phase-Change Problems --
,
Integral Method of Solution of Phase-Change Problems --
,
Variable Time Step Method for Solving Phase-Change Problems: A Numerical Solution --
,
Enthalpy Method for Solution of Phase-Change Problems: A Numerical Solution --
,
Approximate Analytic Methods --
,
Integral Method: Basic Concepts --
,
Integral Method: Application to Linear Transient Heat Conduction in a Semi-Infinite Medium --
,
Integral Method: Application to Nonlinear Transient Heat Conduction --
,
Integral Method: Application to a Finite Region --
,
Approximate Analytic Methods of Residuals --
,
The Galerkin Method --
,
Partial Integration --
,
Application to Transient Problems --
,
Integral Transform Technique --
,
Use of Integral Transform in the Solution of Heat Conduction Problems --
,
Applications in the Rectangular Coordinate System --
,
Applications in the Cylindrical Coordinate System --
,
Applications in the Spherical Coordinate System --
,
Applications in the Solution of Steady-state problems --
,
Heat Conduction in Anisotropic Solids --
,
Heat Flux for Anisotropic Solids --
,
Heat Conduction Equation for Anisotropic Solids --
,
Boundary Conditions --
,
Thermal Resistivity Coefficients --
,
Determination of Principal Conductivities and Principal Axes --
,
Conductivity Matrix for Crystal Systems --
,
Transformation of Heat Conduction Equation for Orthotropic Medium --
,
Some Special Cases --
,
Heat Conduction in an Orthotropic Medium --
,
Multidimensional Heat Conduction in an Anisotropic Medium --
,
Introduction to Microscale Heat Conduction --
,
Microstructure and Relevant Length Scales --
,
Physics of Energy Carriers --
,
Energy Storage and Transport --
,
Limitations of Fourier's Law and the First Regime of Microscale Heat Transfer --
,
Solutions and Approximations for the First Regime of Microscale Heat Transfer --
,
Second and Third Regimes of Microscale Heat Transfer --
,
Summary Remarks --
,
Physical Properties --
,
Roots of Transcendental Equations --
,
Error Functions --
,
Bessel Functions --
,
Numerical Values of Legendre Polynomials of the First Kind --
,
Properties of Delta Functions.
Additional Edition:
Print version: Hahn, David W., 1964- Heat conduction. Hoboken, N.J. : Wiley, 2012 ISBN 9780470902936
Language:
English
Keywords:
Electronic books.
;
Electronic books.
;
Electronic books.
URL:
https://onlinelibrary.wiley.com/doi/book/10.1002/9781118411285
URL:
https://onlinelibrary.wiley.com/doi/book/10.1002/9781118411285
URL:
https://onlinelibrary.wiley.com/doi/book/10.1002/9781118411285
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