Computational Fluid Dynamics

Computational Fluid Dynamics

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Flow in a rectangular duct: Problem formulation

3 of 62

3 of 62

Flow in a rectangular duct: Problem formulation

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Computational Fluid Dynamics

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  1. 1 Motivation
  2. 2 Flow in a rectangular duct: Discretiztion of flow domain
  3. 3 Flow in a rectangular duct: Problem formulation
  4. 4 Tutorial 1: Converting PDE to algebraic equation using FD approximation
  5. 5 Tutorial 1 contd.: Solution for algebraic equations using Gauss- Seidel Method
  6. 6 Flow in a triangular duct: Problem formulation
  7. 7 Flow in a triangular duct: Discretiztion of flow domain
  8. 8 Tutorial 2: Converting PDE to algebraic equation using Finite Volume method
  9. 9 Tutorial 2 contd.: Description of FV method and solution using G-S Method
  10. 10 Effect of grid spacing & upcoming course outline
  11. 11 Mass conservation equations
  12. 12 Momentum conservation equations
  13. 13 Forces acting on control volume
  14. 14 Kinematics of deformation in fluid flow
  15. 15 Equations governing fluid flow in incompressible fluid
  16. 16 Navier-Stokes equation for simple cases of flow
  17. 17 Energy conservation equations
  18. 18 Practical cases of fluid flow with heat transfer in CFD point of view
  19. 19 Practical cases of fluid flow with mass transfer in CFD point of view
  20. 20 Equations governing fluid flow with chemical reactions
  21. 21 Concept of wellposedness of mathematical problems
  22. 22 Introduction to finite difference methods
  23. 23 Finite difference approximation on an uniform mesh
  24. 24 Higher order and mixed derivatives
  25. 25 Solution of Poisson equation in rectangular duct- Turorial
  26. 26 Discretization of time domain
  27. 27 FD approx. on a non-uniform mesh and need of analysis of obtained discretization
  28. 28 Need for the analysis of discretized equation
  29. 29 Properties of Numerical Schemes: Accuracy, Conservation property, Boundedness, Consistency
  30. 30 Properties of Numerical Schemes: Stability analysis
  31. 31 Tutorial on Stability Analysis
  32. 32 Analysis of Generic 1-d scalar transport equation
  33. 33 Introduction to the solution of coupled N-S equations
  34. 34 N-S equation in compressible flow- Mac Cormack Scheme
  35. 35 Stability limits of Mac-Cormack Scheme and the intro to Beam-Warming Scheme
  36. 36 Implicit Beam-Warming Scheme
  37. 37 Compressible flow to Incompressible flow
  38. 38 Solution of coupled equations: Incompressible flow
  39. 39 Artificial compressiblity method, Stream function-vorticity method
  40. 40 Pressure equation method, Staggered grid system
  41. 41 Pressure Correction Method
  42. 42 Tutorial on Pressure Correction Method
  43. 43 Tutorial on Pressure Correction Method contd.
  44. 44 Introduction to the basic numerical methods
  45. 45 Direct Methods: solution of the system of algebraic equations
  46. 46 Tri-diagonal Matrix Algorithm: Derivation
  47. 47 TDMA and other iterative methods
  48. 48 Recap of basic iterative methods.
  49. 49 Mod 5_ Week 2_Lec 5.6_Convergence analysis of basic iterative methods
  50. 50 Successive Over Relaxation (SOR) method
  51. 51 Alternating Direction Implicit (ADI) method
  52. 52 Strongly Implicit Procedure (ILU) method
  53. 53 Multigrid method
  54. 54 Body Fitted Grid Approach
  55. 55 Formulation Of Finite Volume Method
  56. 56 Methods For Unstructured Grid Generation
  57. 57 Triangulation: The Advancing Front Method
  58. 58 The Advancing Front Method continuation
  59. 59 Time and length scale of turbulance
  60. 60 The turbulent closure problem
  61. 61 The generic formulation for turbulence
  62. 62 More generic formulation and summary

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