B.Tech Aeronautical Engineering · Sem 7 (Departmental Elective-IV)
8 Hours Principles of conservation: Continuity, Navier-Stokes, and Energy equations. Structure of conservation equations. Classification of partial differential equations and their physical interpretation. Approximate solutions: error minimization, variational principles, and weighted residual methods.
8 Hours Principles of conservation: Continuity, Navier-Stokes, and Energy equations. Structure of conservation equations. Classification of partial differential equations and their physical interpretation. Approximate solutions: error minimization, variational principles, and weighted residual methods.
8 Hours Integral form equations, numerical fluxes at cell faces, upwind methods, flux vector and flux difference splitting, shock capturing methods. Role of CFD in design. Explicit and implicit methods. Grid types and stability analysis in time-dependent problems.
8 Hours LAX equivalence theorem. Stability analysis of parabolic and hyperbolic equations using FTCS, CTCS, FTFS, FTBS, and Leapfrog schemes. Finite volume discretization of 2-D unsteady diffusion problems.
8 Hours Solving linear algebraic systems: elimination, iterative and gradient-based methods. Finite volume discretization of convection-diffusion equations. Navier-Stokes equation approaches: stream function-vorticity and primitive variable. SIMPLE and SIMPLER algorithms. Unstructured grid formulation.
After completion of the course student will be able to:
This subject is on page 8 of the original AKTU PDF.
