Coding practice of the online course (Nov. 2020 -- Apr. 2021) ‘Introduction and Basic Implementation for Finite Element Method’, which is taught by Prof. Xiaoming He from Missouri University of Science & Technology.
| File | Description |
|---|---|
| HW1.m | Solve 1D elliptic equation by linear elements with Dirichlet BC. |
| HW2.m | Solve 1D elliptic equation by quadratic elements with Dirichlet BC. |
| HW3.m | Solve 1D elliptic equation by quadratic elements with Robin BC. |
| HW5_linear.m | Solve 2D elliptic equation by linear elements with Dirichlet BC. |
| HW5_quad.m | Solve 2D elliptic equation by quadratic elements with Dirichlet BC. |
| HW6_ex2_linear.m | Solve 2D elliptic equation by linear elements with Dirichlet & Neumann BC. |
| HW6_ex2_quad.m | Solve 2D elliptic equation by quadratic elements with Dirichlet & Neumann BC. |
| HW6_ex3_linear.m | Solve 2D elliptic equation by linear elements with Dirichlet & Robin BC. |
| HW6_ex3_quad.m | Solve 2D elliptic equation by quadratic elements with Dirichlet & Robin BC. |
| HW7_linear.m | Solve 2D parabolic equation by linear elements with Dirichlet BC (theta-method for time-stepping). |
| HW7_quad.m | Solve 2D parabolic equation by quadratic elements with Dirichlet BC (theta-method for time-stepping). |
| HW8_linear.m | Solve 2D steady linear elasticity equation by linear elements with Dirichlet BC. |
| HW8_quad.m | Solve 2D steady linear elasticity equation by quadratic elements with Dirichlet BC. |
| HW9.m | Solve 2D steady Stokes equation by Taylor-Hood elements with Dirichlet BC. |
| HW10.m | Solve 2D steady Navier-Stokes equation by Taylor-Hood elements with Dirichlet BC. |
| HW11.m | Solve 2D unsteady Stokes equation by Taylor-Hood elements with Dirichlet BC (theta-method for time-stepping). |
| HW12.m | Solve 2D unsteady Navier-Stokes equation by Taylor-Hood elements with Dirichlet BC (backward-Euler for time-stepping). |
Each file can be run as a Matlab script independently.