Computational Treatment of Magnetohydrodynamic Micropolar Fluid Flow Through Porous Medium Over an Exponentially Stretching Sheet with Heat Sink and Chemical Reaction Effects

Abstract

The purpose of this research is to look into the magnetohydrodynamic boundary layer flow of Maxwell fluid across an exponentially stretching sheet with chemical reaction, and radiation impacts, that involves a heat sink. The PDE governing equation is converted to an ODE governing system. A Successive Linearization Method is then used to solve the system numerically. Graphically, the numerical outputs of, temperature, concentration profiles, and velocity are displayed. The results of several parameters are explored and examined. The numerical outcomes for the skin friction coefficient, local Nusselt number, Deborah number, local Sherwood number, and porosity are reported and analyzed. Based on the results, many characteristics have a considerable effect on fluid flow profiles. The reaction rate parameter had a significant impact on the concentration profile and the thickness of the boundary layer dropped as the reaction rate parameter was increased. The analyses’ findings were compared to those of previous studies and found to be in great agreement.