A NUMERICAL SOLUTION OF EYRING-POWELL MHD NANOFLUID FLOW WITH CONVECTIVE SURFACE CONDITION AND DUFOUR-SORET IMPACT PAST A VERTICAL PLATE

A NUMERICAL SOLUTION OF EYRING-POWELL MHD NANOFLUID FLOW

Abstract

Application of fluid model rely greatly on the fundamental knowledge of pertinent fluid parameter and their significant in decision making in industries and engineering. To this end, utilizing a good method to ascertain some of these importance is needed. In this study the Runge-Kutta-Fehlberg Method is employed to solve numerically the transformed nonlinear ordinary differential equation obtain via some suitable similarity transformation. The computational analysis is presented through graphs for some pertinent parameters. The result shows the combine effect of Soret-Dufour effect on temperature and concentration profile but no significant effect on the velocity. The obtained result under some limiting condition were in good agreement with already established result in the literature.