Contents:
Part I Introduction to Computational Fluid Dynamics 1. Introduction 2. Governing Equations 3. Classification of Partial Differential Equations 4. Well Posed Problems 5. Numerical Methods 6. The Finite Difference Method
Part II The Finite Analytic Method 7. Basic Principles 8. The One-Dimensional Case 9. The Two-Dimensional Case 10. The Tree-Dimensional Case 11. Stability of Convergence 12. Hyperbolic PDEs 13. Explicit Finite Analytic Method
Part III 14. Introduction to Grid Generation 15. Elliptic Grid Generation 16. Equations in E and n Coordinates 17. Diagonal Cartesian Method 18. FA Method on Diagonal Cartesian Coordinates
Part IV Computational Considerations 19. Velocity , Pressure and Staggered Grids 20. Non-staggered Grid Methods 21. Boundary Conditions
Applications of the FA Method 22. Turbulent Flows 23. Turbulent Heat Transfer 24. Complex Domain Flows 25. Conjugate Heat Transfer
A The One-Dimensional Case
B The Two-Dimensional Case