Soret-Dufour effect on Unsteady MHD flow of Dusty viscoelastic fluid over inclined porous plate embedded in porous medium

Abstract

In the current work, a continuously moving inclined plate with the Soret-Dufour effect is subjected to an unstable two-dimensional MHD (Magnetohydro Dynamics) flow of a dusty viscoelastic (Walter’s liquid model-B) incompressible viscous and electrically conducting fluid. The coupled equations involving a nonlinear problem are investigated using the CrankNicolson finite difference method, and a numerical solution for the velocity, temperature, and concentration distributions is achieved.
The graphical findings are shown to interpret the impact of the problem’s many significant parameters. The skin-friction, heat, and mass transfer coefficients at the plate walls are tabulated as well as their effects.