This guide to computational fluid mechanics introduces beginning graduate students to the subject's standard methods and common pitfalls.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
E. J. Hinch has been a teacher and researcher in fluid mechanics and applied mathematics at the University of Cambridge for over 45 years. He is the author of Perturbation Methods (Cambridge University Press, 1991) and has been awarded the Fluid Dynamics prizes of the European Mechanics Society and the American Physical Society Division of Fluid Dynamics.
Inhaltsangabe
Part I. A first problem: 1. The driven cavity 2. Streamfunction-vorticity formulation 3. Primitive variable formulation Part II. Generalities: 4. Finite differences 5. Finite elements 6.Spectral methods 7. Time integration 8. Linear Algebra Part III. Special topics: 9. Software packages and FreeFem++ 10. Hyperbolic equations 11. Representation of surfaces 12. Boundary integral method 13. Fast Poisson solvers 14. Fast Multipole Method 15. Nonlinear considerations 16. Particle methods 17. Wavelets Index.
Part I. A first problem: 1. The driven cavity 2. Streamfunction-vorticity formulation 3. Primitive variable formulation Part II. Generalities: 4. Finite differences 5. Finite elements 6.Spectral methods 7. Time integration 8. Linear Algebra Part III. Special topics: 9. Software packages and FreeFem++ 10. Hyperbolic equations 11. Representation of surfaces 12. Boundary integral method 13. Fast Poisson solvers 14. Fast Multipole Method 15. Nonlinear considerations 16. Particle methods 17. Wavelets Index.
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