Computational Incompressible Flow by Johan Hoffman, Claes Johnson

About this book :-
"Computational Turbulent Incompressible Flow: Applied Mathematics" by "Johan Hoffman" and "Claes Johnson" is a comprehensive guide to understanding and simulating "turbulent incompressible flow". The book introduces advanced "numerical simulation" techniques to solve the "Navier–Stokes equations" and "Euler equations", providing a bridge between mathematical theory and practical computational applications. It is designed for graduate students, researchers, and engineers interested in "computational fluid dynamics (CFD)". The authors emphasize the Body & Soul computational approach, using "finite element methods" to model turbulent flows accurately. This method allows readers to compute essential quantities such as lift and drag without relying on ad hoc turbulence models, making simulations more reliable and physically meaningful. The text includes detailed examples, showing how classical fluid mechanics problems and paradoxes can be resolved using modern computational techniques. In addition to theory, the book focuses on practical applications. Readers learn to simulate flows around objects, analyze turbulence, and predict transition phenomena in incompressible fluids. By combining rigorous mathematics with computational strategies, the book provides a solid foundation for both academic research and industrial applications in "CFD". Overall, it is an essential resource for anyone aiming to understand, model, and simulate "turbulent incompressible flow" with high accuracy.

Book Detail :-
Title: Computational Incompressible Flow by Johan Hoffman, Claes Johnson
Publisher: Springer-Verlag
Year: 2007
Pages: 420
Type: PDF
Language: English
ISBN-10 #: 3540465316
ISBN-13 #: 978-3540465317
License: University Educational Resource (no license claimed)
Amazon: Amazon

About Author :-
The author Johan Hoffman and Claes Johnson are experts in "computational fluid dynamics" and "numerical analysis", focusing on simulating "turbulent incompressible flow". They combine deep mathematical knowledge with practical computational techniques to solve complex fluid mechanics problems accurately. Hoffman’s research bridges theoretical "fluid dynamics" and numerical methods, while Johnson specializes in "finite element methods" and mathematical modeling. Together, they provide rigorous, reliable tools for engineers and scientists to study incompressible flows. Their work emphasizes precision, physically meaningful simulations, and advanced computational strategies, making them leading figures in the field of "computational fluid dynamics".

Book Contents :-
PART I – OVERVIEW 1. Overview 2. Mysteries and Secrets 3. Turbulent Flow and History of Aviation 4. The Navier–Stokes and Euler Equations 5. Triumph and Failure of Mathematics 6. Laminar and Turbulent Flow 7. Computational Turbulence 8. A First Study of Stability 9. d’Alembert’s Paradox and Bernoulli’s Law 10. Prandtl’s Resolution of d’Alembert’s Paradox 11. New Resolution of d’Alembert’s Paradox 12. Turbulence and Chaos 13. A $1 Million Prize Problem 14. Weak Uniqueness by Computation 15. Existence of e-Weak Solutions by G2 16. Stability Aspects of Turbulence in Model Problems 17. A Convection-Diffusion Model Problem 18. Reynolds Stresses In and Out 19. Smagorinsky Viscosity In and Out 20. G2 for Euler 21. Resolution of Loschmidt’s Mystery 22. Secrets of Ball Sports 23. Secrets of Flight 24. Summary so far PART II – COMPUTATIONAL METHOD: G2 25. G2 for Navier–Stokes Equations 26. Discrete Solvers 27. G2 as Adaptive DNS/LES 28. Implementation of G2 with FEniCS 29. Moving Meshes and ALE Methods PART III – FLOW FUNDAMENTALS 30. Bluff Body Flow 31. Boundary Layers 32. Separation 33. EG2 and Turbulent Euler Solutions 34. Transition to Turbulence

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