Heat Transfer on MHD Flow through an Exponentially Stretching Sheet Embedded in Porous Medium on Darcy-Forchheimer Model under the Impact of Viscous Dissipation and Joule Heating

Abstract

The purpose of the current study is to analyse the Darcy-Forchheimer model of porous
medium on the flow and thermal distribution along with the impacts of viscous dissipation
and Ohmic heating on hydromagnetic flow past an exponentially extending surface. The
results are acquired numerically by utilizing Matlab’s solver bvp4c in graphical form for
velocity and temperature of the fluid for different parameters affecting the problem. The
validity of the numerical solution is established by comparing our outcome with previously
published work. It is found that the Darcy-Forchheimer parameter accounts for velocity
reduction while viscous dissipation effect results in the rise of fluid temperature.