COMPUTATIONAL FLUID DYNAMICS AND HEAT TRANSFER COURSE SYLLABUS
- GOVERNING EQUATIONS, FINITE DIFFERENCE METHOD AND GRIDS
- NUMERICAL METHODS FOR CONDUCTION HEAT TRANSFER
- NUMERICAL METHODS FOR INCOMPRESSIBLE FLUID FLOW
- NUMERICAL METHODS FOR CONVECTION HEAT TRANSFER
- FEM AND TURBULENCE MODELS
Classification, Conventional and Integral form. Initial and Boundary conditions, Initial and Boundary value problems, Finite difference method, Central, Forward, Backward difference, Numerical Errors, Stability, Consistency, Uniform and non-uniform grids, Grid Independence Test.
Steady one-dimensional conduction, two and three dimensional steady problems, transient onedimensional and two-dimensional transient problems – FDM and FVM applications.
Governing Equations – Primitive variable method, Stream Function – Vorticity method, Determination of pressure for viscous flow, SIMPLE Procedure of Patankar and Spalding, Computation of Jet flow(Boundary Layer Flow) – Finite Difference and Finite Volume approaches
Steady one-dimensional and two-dimensional Convection-Diffusion, Unsteady one-dimensional Convection-Diffusion, Unsteady two-dimensional Convection-Diffusion- FDM & FVM applications.
Introduction to Finite Element Method, Solution of steady state heat conduction by FEM, Simulation of Incompressible flow by FEM.
Classification of Turbulent Models, Turbulent boundary layer heat transfer, Mixing Length concept, Algebraic Models-One equation model, K-ε Model, Standard and High and Low Reynolds number model, Prediction of fluid flow and heat transfer using standard codes.
Total: 60 Hours
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