Homotopy Perturbation Analysis in an energy transit problem closed to a Stretching Surface

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Manoj Kumar Sarma et.al

Abstract

Present study explored the influence of stretching constraint in addition with inclusion of energy.
An analytical solution for the system of non-linear equations of motion is worked out by adopting Homotopy
Perturbation method (HPM). Physical and graphical reflections various parameters are demonstrated in the
present problem. Utility of this model has been perceived in diverse industrial and chemical processes.
2010 AMS subject classification: 76W05

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Research Articles

How to Cite

Homotopy Perturbation Analysis in an energy transit problem closed to a Stretching Surface. (2021). Turkish Journal of Computer and Mathematics Education (TURCOMAT), 12(6), 289-295. https://turcomat.org/index.php/turkbilmat/article/view/1368