Computational Hydraulics
- Introduction (Governing equation of Hydrodynamics, Continuity Equation, Momentum Equations for laminar and Turbulent flows)l
- Reynolds stresses, Boussinesq approximation, Navier Stokes Equations, Advection Diffusion Equation
- General Form of PDE, Elliptic, Parabolic and Hyperbolic PDEs
- Finite Difference Method, Steady and Unsteady Problem, Stability Analysis
- Explicit, Implicit and Semi Implicit Methods
- Numerical Methods For solving algebraic system of equations
- Initial and Boundary Condition and how to apply them to the solution procedure
- Application of FDM to the water engineering problems
- An Introduction to The Finite Volume Method
- Explicit, Implicit and Semi Implicit methods in FVM
- Solution procedure, Initial and Boundary Conditions in FVM, Cylindrical Coordinate
- Solution of Sample problems Using FVM
- Method of Characteristics, Basics and Solution procedure
- Finite Element Method, Introduction and Solution procedure)l
- Ritz and Galerkin methods and their solution procedure
- Application of different solution procedures to the water Engineering problems