Finite Difference Simulation of Nonlinear Convection in Magnetohydrodynamic Flow in the Presence of Viscous and Joule Dissipation over an Oscillating Plate

Engineers and researchers are interested in the study of nonlinear convection, viscous dissipation, Joule heating various flow configurations due to their applications engineering processes. That is why present deals with influence viscous, dissipation temperature velocity profile incompressible fluid over a flat plate. In this study, magnetic field acts perpendicular supposed be uniform magnitude. Further, Newtonian fluid, which electrically conducting, passes an infinite vertical plate under oscillatory motion. The term representing convection phenomenon integrated into Navier–Stokes equation. governing equations mentioned were modeled form non-linear PDEs modified as non-dimensional via appropriate scaling analyses, resulted coupled PDEs. For numerical solution transformed PDEs, finite difference method was applied. Finally, we effects parameters graphical illustrations.