Effect of Diffusion-Thermo on MHD Flow of a Jeffrey Fluid Past an Exponentially Accelerated Vertical Plate with Chemical Reaction and Heat Generation

In many flow phenomenons of fluid with medium molecular weight, the energy flux is effected due to inhomogeneity concentration mass. This contribution considered as diffusion-thermo effect or Dufour effect. this research article addressed for magnetohydrodynamics (MHD) Jeffrey’s fractional past an exponentially accelerated vertical plate generalized thermal and mass transports through a porous medium. For generalization fluxes constant proportional Caputo (CPC) derivative utilized. The governing are reduced non-dimensional forms then solved semi analytically by Laplace transform. additions physical aspects material parameters especially D u discussed sketching graphs. From graphical illustration, it concluded that in presence speeds up. Moreover, comparison between fractionalized ordinary velocity fields also drawn observed model more decaying nature compare contracted classical derivatives.