MHD Flow of Second Grade Fluid with Heat Absorption and Chemical Reaction

The objective of this paper is to analyze the influence thermo-diffusion on magnetohydrodynamics (MHD) flow fractional second grade fluid immersed in a porous media over an exponentially accelerated vertical plate. In addition, other factors such as heat absorption and chemical reaction are used problem. More exactly, model has been developed using generalized Fick’s Fourier’s laws. Caputo-Fabrizio (CF) derivative solved model. Initially, modeled system partial differential equations transformed into dimensional form through suitable dimensionless variable then Laplace transform technique set governing for velocity profile, temperature concentration profile. different parameters like diffusion-thermo, parameter, magnetic field, reaction, obsorption, Schmidt number, time, Prandtl number parameter discussed numerous graphs. From figures, it observed that motion decreases with increasing values whereas field decreasing diffusion-thermo mass grashof number. order check athenticity present work, we compare work already published graphically.