Abstract
The aim of the current article is, to explore the impact of Hall Current, Dufour Du and Soret Sr on Transient MHD flow past an inclined porous plate. The basic nonlinear partial differential equations (PDEs) are converted to dimensionless nonlinear PDEs with similar transformations. Non-dimensional governing equations for present investigation are solved numerically by the Finite Element Method (FEM) with appropriate initial conditions. Impacts of the different emerging parameters namely, Hall current m , Dufour number Du, Soret number Sr, magnetic field parameter M, heat generation parameter Q, Schmidt number Sc, chemical reaction parameter Kr, Prandtl number Pr, Viscous dissipation Ec on the velocity, temperature and concentration are evaluated and discussed computationally with the help of graphical profiles. For engineering interest, we obtained skin friction, Nusselt number and discussed numerically. Finally, a comparison has been made with published results in the absence of some non-dimensional parameters for a particular case found in good agreement.
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