Numerical Methods in Marine Engineering
- Application of Finite Difference Method to the marine Engineering problems
- Application of Finite Volume Methods to Marine Hydraulic Problems
- Rita and Galerkin Methods, Boundary and Initial Conditions
- Governing Hydrodynamic Equations (continuity and Momentum conservation)
- Reynolds Stresses, Boussinesq Theorem, Navier Stokes Equations, Advection Diffusion equation,
- Classification of partial differential equations (parabolic, Elliptic and Hyperbolic)
- The finite Difference Method, Steady and unsteady flow, Stability Analysis
- Explicit, Implicit and semi Implicit Methods, Discretisation of governing differential equations
- Solution of Algebric system of equations (Guass Jacobi, Gauss Sidel, Tridiagonal matrix Algorithm)
- Applying Boundary and Initial Conditions to the governing equations
- The Finite Volume Method
- Explicit, Implicit and Semi-Implicit methods in Finite Volume
- The finite Volume Methods, Solution of Algebric system of equations, Cylinderical coordinate
- Method of Characteristics
- Application of FEM to Marine Hydraulic Problems
- The Finite Element Method