Hall Effects on MHD Convective Rotating Flow of Through a Porous Mediumpast Infinite Vertical Plate

In this paper, we have considered MHD natural convective rotating flow of a viscous, electrically conducting and incompressible fluid over an impulsively moving vertical plate embedded in porous medium and taking Hall current into account. The dimensionless governing coupled boundary layer equations are solved by regular perturbation technique. The effect of pertinent parameters on primary and secondary velocities, temperature and concentration for externally heating and cooling of the plate are shown graphically. Finally, the influence of non-dimensional parameters on the rate of heat and mass transfer and shear stress coefficient of the wall are in tabular forms.

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