Conatins the solution for the problem 1 Dimension heat conduction in a fin with insulated tip. Drichlet boundary condition at one side i.e. Temp given at base. The problem is solved non dimensionally i.e Temp varies b/w 0 and 1(at the base). 1D grid generated with equally spaced nodes/elements based on the no of points input by the user. Various methods can be used for iteration like Gauss Elimination, Gauss Seidel, SOR,etc.
Solving 2D heat conduction equation subjected to Drichlet boundary conditions. Both analytical method and Gauss Seidel iteration scheme used.