Title of article :
Comparative Study of Plane Poiseuille Flow of Non-isothermal Couple Stress Fluid of Reynold Viscosity Model using Optimal Homotopy Asymptotic Method and New Iterative Method
Author/Authors :
Khan, Alamgeer Department of Mathematics - Abdul Wali Khan University, Garden Campus, Mardan, KP, Pakistan , Farooq, Muhammad Department of Mathematics - Abdul Wali Khan University, Garden Campus, Mardan, KP, Pakistan , Nawaz, Rashid Department of Mathematics - Abdul Wali Khan University, Garden Campus, Mardan, KP, Pakistan , Ayaz, Muhammad Department of Mathematics - Abdul Wali Khan University, Garden Campus, Mardan, KP, Pakistan , Islam, Saeed Department of Mathematics - Abdul Wali Khan University, Garden Campus, Mardan, KP, Pakistan
Pages :
11
From page :
404
To page :
414
Abstract :
In this paper, we have explored the steady Poiseuille flow of couple stress fluid between two parallel plates under the influence of non-isothermal effects of Reynold viscosity model, using Optimal Homotopy Asymptotic Method (OHAM) and New Iterative Method (NIM). We obtained expressions for velocity profile, temperature distribution, average velocity, volume flux and shear stress. The solutions obtained using these methods are in the form of infinite series; therefore, they can be easily computed. Comparative results of solutions obtained by both methods are given using different tables and graphs.
Keywords :
Optimal Homotopy Asymptotic Method , New Iterative Method , Couple Stress Fluid
Journal title :
Journal of Applied and Computational Mechanics
Serial Year :
2021
Record number :
2558191
Link To Document :
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