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Hybridization of homotopy perturbation method and Laplace transformation for the partial differential equations

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Homotopy perturbation method is combined with Laplace transformation to obtain approximate analytical solutions of non-linear differential equations. An example is given to elucidate the solution process and confirm reliability of… Click to show full abstract

Homotopy perturbation method is combined with Laplace transformation to obtain approximate analytical solutions of non-linear differential equations. An example is given to elucidate the solution process and confirm reliability of the method. The result indicates superiority of the method over the conventional homotopy perturbation method due its flexibility in choosing its initial approximation.

Keywords: homotopy perturbation; perturbation method; laplace transformation; method

Journal Title: Thermal Science
Year Published: 2017

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