Course overview
TThis course provides an introduction to the computational aspects of finite element methods. Using prototype problems such as the
Poisson and heat equations, the Matlab-based implementations of several finite element methods are explained.
A very brief theoretical side is also covered as and when required in the class, without any detailed proofs.
- Classes will be held at C06-105 in Sahyadri campus on Monday, Wednesday, and Friday 3.00 - 4.30 PM.
- First class will be on 26th August (Monday), 2024.
Syllabus
Lecture notes
Codes and other resources
| Number | Programme description | Link |
|---|---|---|
| 1 | Conforming P1 Lagrange FEM for two point boundary value problem in 1Dhomogeneous boundary conditions |
1D_Lag_P1_sample |
| 2 | Conforming P1 Lagrage FEM with linear refinement | 1D_Lag_P1_linear_refinement |
| 3 | Conforming P1 Lagrage FEM with red refinement | 1D_Lag_P1_red_refinement |
| 4 | Conforming P1 Lagrage FEM with Dirichlet, Neumann, and Robin boundary conditions | 1D_Lag_P1_Dir_Neum_Robin |
| 5 | Conforming P1 Lagrage FEM optimised code | 1D_Lag_P1_Optimised_assembly |