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Viscous and Joule dissipation effects are considered on MHD nonlinear flow and heat transfer past a stretching
porous surface embedded in a porous medium under a transverse magnetic field. Analytical solutions of highly
nonlinear momentum equation and confluent hypergeometric similarity solution of heat transfer equations in the case
when the plate stretches with velocity varying linearly with distance are obtained. The effect of various parameters
like suction parameter, Prandtl number, Magnetic parameter, and Eckert number entering into the velocity field,
temperature distribution and skin friction co-efficient at the wall are discussed with the aid of graphs.
