Analytical Approximation to the Solution of Nonlinear Blasius’ Viscous Flow Equation by LTNHPM | Zendy

Hossein Aminikhah | Zendy

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Analytical Approximation to the Solution of Nonlinear Blasius’ Viscous Flow Equation by LTNHPM

Author(s) -

Hossein Aminikhah

Publication year - 2012

Publication title -

isrn mathematical analysis

Language(s) - English

Resource type - Journals

eISSN - 2090-4665

pISSN - 2090-4657

DOI - 10.5402/2012/957473

Subject(s) - homotopy analysis method , laplace transform , homotopy perturbation method , nonlinear system , viscous flow , mathematics , flow (mathematics) , mathematical analysis , perturbation (astronomy) , laplace's equation , mechanics , homotopy , physics , geometry , partial differential equation , quantum mechanics , pure mathematics

Laplace transform and new homotopy perturbation methods are adopted to study Blasius’ viscous flow equation analytically. The solutions approximated by the proposed method are shown to be precise as compared to the corresponding results obtained by Howarth’s numerical method. A high accuracy of the new method is evident.

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