Computational Analysis of Fractional Diffusion Equations Occurring in Oil Pollution

The fractional model of diffusion equations is very important in the study oil pollution water. key objective this article to analyze a modification occurring associated with Katugampola derivative Caputo sense. An effective and reliable computational method q-homotopy analysis generalized transform suggested obtain solutions order equations. results research are demonstrated graphical tabular descriptions. This shows that applied technique effective, accurate, beneficial for managing such kind nonlinear models pollution.