Role of Soret, Dufour Influence on Unsteady MHD Oscillatory Casson Fluid Flow an Inclined Vertical Porous Plate in the Existence of Chemical Reaction

Abstract

A numerical investigation of the Soret-Dufour impacts on the motion of an unstable, viscous, and incompressible MHD flow through a semi-infinite, permeable, inclined plate that is immersed in a variable-temperature, mass-diffusing porous medium. This is done with the consideration that a chemical reaction and heat sink will have an effect on the motion of the flow. With the help of the finite difference method, the nondimensional governing equations of the flow field may be determined for a number of different possible combinations of the governing flow components. The results are consistent with other work of a similar kind that has been published in other places. The results are in line with a subset of other research that has been published in the past. In the context of inclination angle, Casson fluid, and aligned magnetic field characteristics, the findings of the present research indicate that a consistent slowing influence is maintained on velocity. This was determined by analyzing the results of the previous study. When all of these factors, including the inclination angle, magnetic field, Casson fluid, and alignment parameter, are raised, the velocity decreases.