Finite Element Method
- Introduction to numeric methods for differential equations and FE analysis
- Using previous methods for 2D problems
- Derivation of element matrices using one of the previous methods
- Assembly of element matrices and derivation of system of algebraic equations
- Satisfying boundary conditions
- Introduction to direct approach for elasticity and thermal problems
- Introduction to one commercial FE code- 2
- Some 1D elements
- Introduction to one commercial FE code- 1
- Introduction to one commercial FE code- 3
- Ritz Method for 1D problems
- Weighted residual methods (Galerkin + collocation ) for 1D problems
- Weighted residual methods (subdomain + least squares) for 1D problems
- discretization of the domain for 1D problems + interpolating functions for elements
- Introduction to iterative techniques to solve large system of linear equations
- derivation of stiffness matrix for various problems
- Introduction to methods for time dependent problems