This project employs the finite element method (FEM) to model the reaction-diffusion process in a self-healing material, specifically focusing on self-healing polymers. The objective is to understand ...

This MATLAB project solves the adimensional chemical reaction-diffusion equation for varying values of the Peclet number. The equation describes the concentration profile of a chemical species ...

Abstract: In this research, we present two Numerical algorithms for studying the dynamics of spatially extended coupled nonlinear reaction-diffusion model. The difference in this work is to model a ...

We present two finite-difference algorithms for studying the dynamics of spatially extended predator-prey interactions with the Holling type II functional response and logistic growth of the prey. The ...

ABSTRACT: This research paper represents a numerical approximation to three interesting equations of Fisher, which are linear, non-linear and coupled linear one dimensional reaction diffusion ...

1 Department of Mathematics, Jahangirnagar University, Savar, Bangladesh. 2 Department of Mathematics, Patuakhali Science & Technology University, Dumki Upazila, Bangladesh. Numerical diffusion and ...