Solution of Fishers equation using homotopy perturbation Aboodh transform method
DOI:
https://doi.org/10.56947/amcs.v23.301Keywords:
He’s Polynomial, Reaction Diffusion Equation, Partial Differential Equation, Homotopy Perturbation MethodAbstract
In this study, a nonlinear one-dimensional reaction Diffusion Equation called Fisher’s equation is solved using Aboodh Transform coupled with HPM. This method is applied to the general one-dimensional Fishers equation. This technique is demonstrated with three unique examples with different initial conditions solved with the values of β=1 and a=0. This simplicity of Aboodh transform makes the rapid rate of convergence from approximate to exact solution answers makes it easy and dependable.
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Published
2024-04-26
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