Computational Fluid Dynamics Video Lectures

Computational Fluid Dynamics
'Computational Fluid Dynamics' Video Lectures by Dr. K. M. Singh from IIT Roorkee
"Computational Fluid Dynamics" - Video Lectures
1. General Introduction: Historical Background and Spectrum of Applications
2. CFD: Simulation Process and Course Outline
3. Conservation Laws and Mathematical Preliminaries
4. Mass Conservation: Continuity Equation
5. Momentum Equation: NewtonÂ’s 2nd Law
6. Momentum Equation: Navier-Stokes Equations
7. Navier-Stokes Equation and its Simplified Forms
8. Energy and Scalar Transport Equations
9. Scalar Transport, Mathematical Classification and Boundary Conditions
10. Finite Difference Method: Methodology and Grid Notation
11. Finite Difference Approximation of First Order Derivatives
12. Finite Difference Approximation of Second Order Derivatives
13. Finite Difference Approximation of Second Order Derivatives-2
14. Approximation of Mixed Derivatives and Multi-Dimensional F.D. Formulae
15. Implementation of Boundary Conditions and Finite Difference Algebraic System
16. Applications of FDM to Scalar Transport Problems-1
17. Applications of FDM to Scalar Transport Problems-2
18. Application of FDM to Advection-Diffusion and Computer Implementation Aspects
19. Computer Implementation of FDM for Steady State Heat Diffusion Problems
20. Computer Implementation of FDM for Steady State Heat Diffusion Problems -2
21. Computer Implementation of FDM for Steady State Heat Diffusion Problems -3
22. Solution of Discrete Algebraic Systems
23. Direct and Basic Iterative Methods for Linear Systems
24. Accelerated Iterative Methods for Linear Systems
25. Two Level and Multi-Level Methods for First Order IVPs
26. Two Level and Multi-Level Methods for First Order IVPs-2
27. Application to Unsteady Transport Problems
28. Introduction to Finite Volume Method
29. Finite Volume Interpolation Schemes
30. Application of FVM to Scalar Transport
31. Introduction to Finite Element Method
32. Finite Element Shape Functions and Numerical Integration
33. Finite Element Shape Functions and Numerical Integration-2
34. Application of FEM to Scalar Transport
35. Special Features of Navier-Stokes Equations
36. Time Integration Techniques for Navier-Stokes Equations
37. Implicit Pressure Correction Methods
38. SIMPLEC, SIMPLER and Fractional Step Methods
39. Turbulent Flows: Features and Simulation Strategies
40. Reynolds Averaging and RANS Simulation Models
41. RANS Turbulence Models and Large Eddy Simulation
42. Introduction to Grid Generation
43. Aspects of Practical CFD Analysis
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