Heat source impact on MHD and radiation absorption fluid flow past an exponentially accelerated vertical plate with exponentially variable temperature and mass diffusion through a porous medium

Abstract

In this study, the magnetic hydrodynamic and scattering intake of the fluid flow movement preceding an exponentially augmented vertical plate through mass distribution with varying temperature and warmth basis via a heat porous medium. Dimensionless conditions with limitation and starting conditions is workout mathematically. The plate temperature is extended in straight line alongside period t also focus closer near the plate. The dimensionless administering conditions in the current examination are tackled utilizing the Laplace change method. The velocity outlines are graphically explained to various physical limits heat Grashof value, mass Grashof value, Schmidt value also duration. It has been found that the velocity raises through the increase of the thermal grashof number Gr also expansion time t of the plate but the velocity growths through rise in absorptivity of the permeable medium while the presence of hypnotic parameter decreases. The impacts of boundaries M, K, t, Sc, an and Gr on the velocity profiles are demonstrated graphically.