Abstract
In this paper, nonlinear differential equation due to unsteady motion of a sphericalparticle falling in a Newtonian fluid has been considered. The main purpose of this articleis obtaining solution of the considered problem by utilizing a strong semi-analyticalmethod called parameterized perturbation method (PPM), afterward, verify accuracy andefficiency of proposed method base on comparison with achieved solutions of otheranalytical techniques named homotopy analysis method (HAM) and homotopyperturbation method (HPM) and also an accurate numerical solution.As an important result, it is depicted that obtained results by PPM has more accuracy incomparison with those obtained by HPM and HAM. After this verification, the mentionedmethod was applied for real combination of solid–fluid to show the efficiency of PPM forthis type of problems. It has shown that in most cases, PPM is very accurate
Original language | English |
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Publication status | Published - 2016 |
Externally published | Yes |
Event | International Conference on researches in Science and Engineering - Istanbul University, Istanbul, Turkey Duration: 28 Jul 2016 → … |
Conference
Conference | International Conference on researches in Science and Engineering |
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Country/Territory | Turkey |
City | Istanbul |
Period | 28/07/16 → … |