Ranges from elementary concepts to state-of-the-art computational fluid dynamics techniques used to study and solve complex fluid flow problems.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
T. J. Chung is Distinguished Professor Emeritus of Mechanical and Aerospace Engineering at the University of Alabama, Huntsville. His research interests include numerical simulation of quantum gravity, plasma dynamics in fusion reactors, hypersonic turbulent flows, computational fluid dynamics, continuum mechanics, numerical modeling of combustion and propulsion, fluid dynamics, and heat and mass transfer. He has also authored seven other books, including General Continuum Mechanics and Applied Continuum Mechanics, both published by Cambridge University Press.
Inhaltsangabe
Part I. Preliminaries: 1. Introduction 2. Governing equations Part II. Finite Difference Methods: 3. Derivation of finite difference equations 4. Solution methods of finite difference equations 5. Incompressible viscous flows via finite difference methods 6. Compressible flows via finite difference methods 7. Finite volume methods via finite difference methods Part III. Finite Element Methods: 8. Introduction to finite element methods 9. Finite element interpolation functions 10. Linear problems 11. Nonlinear problems/convection-dominated flows 12. Incompressible viscous flows via finite element methods 13. Compressible flows via finite element methods 14. Miscellaneous weighted residual methods 15. Finite volume methods via finite element methods 16. Relationships between finite differences and finite elements and other methods Part IV. Automatic Grid Generation, Adaptive Methods and Computing Techniques: 17. Structured grid generation 18. Unstructured grid generation 19. Adaptive methods 20. Computing techniques Part V. Applications: 21. Applications to turbulence 22. Applications to chemically reactive flows and combustion 23. Applications to acoustics 24. Applications to combined mode radiative heat transfer 25. Applications to multiphase flows 26. Applications to electromagnetic flows 27. Applications to relativistic astrophysical flows Appendices.
Part I. Preliminaries: 1. Introduction; 2. Governing equations; Part II. Finite Difference Methods: 3. Derivation of finite difference equations; 4. Solution methods of finite difference equations; 5. Incompressible viscous flows via finite difference methods; 6. Compressible flows via finite difference methods; 7. Finite volume methods via finite difference methods; Part III. Finite Element Methods: 8. Introduction to finite element methods; 9. Finite element interpolation functions; 10. Linear problems; 11. Nonlinear problems/convection-dominated flows; 12. Incompressible viscous flows via finite element methods; 13. Compressible flows via finite element methods; 14. Miscellaneous weighted residual methods; 15. Finite volume methods via finite element methods; 16. Relationships between finite differences and finite elements and other methods; Part IV. Automatic Grid Generation, Adaptive Methods and Computing Techniques: 17. Structured grid generation; 18. Unstructured grid generation; 19. Adaptive methods; 20. Computing techniques; Part V. Applications: 21. Applications to turbulence; 22. Applications to chemically reactive flows and combustion; 23. Applications to acoustics; 24. Applications to combined mode radiative heat transfer; 25. Applications to multiphase flows; 26. Applications to electromagnetic flows; 27. Applications to relativistic astrophysical flows; Appendices.
Part I. Preliminaries: 1. Introduction 2. Governing equations Part II. Finite Difference Methods: 3. Derivation of finite difference equations 4. Solution methods of finite difference equations 5. Incompressible viscous flows via finite difference methods 6. Compressible flows via finite difference methods 7. Finite volume methods via finite difference methods Part III. Finite Element Methods: 8. Introduction to finite element methods 9. Finite element interpolation functions 10. Linear problems 11. Nonlinear problems/convection-dominated flows 12. Incompressible viscous flows via finite element methods 13. Compressible flows via finite element methods 14. Miscellaneous weighted residual methods 15. Finite volume methods via finite element methods 16. Relationships between finite differences and finite elements and other methods Part IV. Automatic Grid Generation, Adaptive Methods and Computing Techniques: 17. Structured grid generation 18. Unstructured grid generation 19. Adaptive methods 20. Computing techniques Part V. Applications: 21. Applications to turbulence 22. Applications to chemically reactive flows and combustion 23. Applications to acoustics 24. Applications to combined mode radiative heat transfer 25. Applications to multiphase flows 26. Applications to electromagnetic flows 27. Applications to relativistic astrophysical flows Appendices.
Part I. Preliminaries: 1. Introduction; 2. Governing equations; Part II. Finite Difference Methods: 3. Derivation of finite difference equations; 4. Solution methods of finite difference equations; 5. Incompressible viscous flows via finite difference methods; 6. Compressible flows via finite difference methods; 7. Finite volume methods via finite difference methods; Part III. Finite Element Methods: 8. Introduction to finite element methods; 9. Finite element interpolation functions; 10. Linear problems; 11. Nonlinear problems/convection-dominated flows; 12. Incompressible viscous flows via finite element methods; 13. Compressible flows via finite element methods; 14. Miscellaneous weighted residual methods; 15. Finite volume methods via finite element methods; 16. Relationships between finite differences and finite elements and other methods; Part IV. Automatic Grid Generation, Adaptive Methods and Computing Techniques: 17. Structured grid generation; 18. Unstructured grid generation; 19. Adaptive methods; 20. Computing techniques; Part V. Applications: 21. Applications to turbulence; 22. Applications to chemically reactive flows and combustion; 23. Applications to acoustics; 24. Applications to combined mode radiative heat transfer; 25. Applications to multiphase flows; 26. Applications to electromagnetic flows; 27. Applications to relativistic astrophysical flows; Appendices.
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