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Computational Fluid Dynamics and Heat Transfer
Computational Fluid Dynamics and Heat Transfer

Tags: Computational Fluid Dynamics and Heat Transfer, Simultaneous Linear Algebraic Equations , Governing Equations for Fluid Flow, Numerical Applications of Computational Fluid Dynamics , Grid Generation , Introduction to Heat Transfer , Finite Difference Formulation for Heat Transfer Applications , Finite Difference Formulation for Transient Heat Conduction , Finite Difference Formulation for Convective Heat Transfer , Numerical Methods for Radiation , Computer Programming References , Formulation for Heat Transfer Applications , Formulation for Transient Heat Conduction , Formulation for Convective Heat Transfer

Computational Fluid Dynamics and Heat Transfer

Computational Fluid Dynamics and Heat Transfer is meant for undergraduate and postgraduate students, research scholars and teaching community of Aerospace Engineering and Mechanical Engineering. This book explains the fundamentals of heat transfer and focuses mainly on finite difference method, which is one of the computational methods used to solve engineering problems. The major strength of the book is that it covers one-dimensional, two-dimensional steady and transient conduction and convection problems in detail. This book will definitely be highly useful for those who wish to understand the finite difference method for solving fluid flow and heat transfer problems for their research and industrial applications.
1. Solutions to Simultaneous Linear Algebraic Equations 
2. Governing Equations for Fluid Flow and Heat Transfer 
3. Numerical Applications of Computational Fluid Dynamics 
4. Grid Generation 
5. An Introduction to Heat Transfer 
6. Finite Difference Formulation for Heat Transfer Applications 
7. Finite Difference Formulation for Transient Heat Conduction 
8. Finite Difference Formulation for Convective Heat Transfer 
9. Numerical Methods for Radiation 
10. Computer Programming References 
Index
  • A very comprehensive and accessible approach in the presentation of the material. 
  • Step-by-step description of mathematical formulations. 
  • A variety of unsolved problems for practice at the end of each chapter. 
  • Lucid explanation of all the concepts, with aid of examples to help and build a strong foundation.
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