TEP4165 assignments from 2018/2019 written in Python 3.6.8.
Assignment 1
Features an analytical solution for the 1D heat conduction equation.
Both boundaries are kept insulated.
Assignment 2
Features an approximate solution to the 1D heat conduction equation using a standard FVM discretization in space and the explicit Euler method in time.
The boundary is insulated for both x=0 and x=L
Assignment 3
Features an explicit upwind finite volume method for the 1D linear advection equation.
For this specific case the advection velocity is u=-0.25 and the Courant number is C=-0.5.
We let the right boundary condition coincide with the initial condition.