The simulation results are compared with the analytical solution of the diffusion equation. The code initializes a grid of points and calculates the analytical solution at each point. The analytical ...

Solving the 2D steady diffusion equation in planar geometry with Dirichlet Boundary condition using Python. Utilized the advanced numerical methods, resulting in accurate and reliable solutions.

This paper describes some new solutions for the diffusion equation in a slab. These solutions are computed for Dirichlet null boundary conditions in the top and bottom planes of the slab. The proposed ...

In this study, we approximate the solution of a class of fractional diffusion equations using the operational matrix method. Numerous physics and engineering applications for this kind of problems ...