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Non-Newtonian Fluid Flow with Arrhenius Reaction between Heated Parallel Plates through a Porous Medium

Author: A.W. Ogun Sola, B.A. Peter
Publisher: International Journal of Innovative Technology and Exploring Engineering (IJITEE) ISSN: 2278-3075,
Published: 2014
Section: School of Engineering and Applied Sciences

Abstract

The flow of a fluid of grade three between heated parallel plates is examined. It is assumed that the fluid is temperature-dependent and reacts satisfying Arrhenius law. We employed Galerkin weighted residual method to solve the resulting non-linear equations. The results show the effects of  Br Brinkman number, which is the parameter that controls the viscous dissipation,  which is the non-Newtonian parameter.

The result shows that the velocity of the flow decreases as Brinkman number, 1 M and  increases. The temperature of the flow decreases with increase in Frank  Kamenetskii parameter. We also deduce from the result that  Frank Kamenetskii parameter has considerable effects on the temperature profile of the system.