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Abstract

The present paper describes the Soret and heat generation effects on MHD Casson fluid flow past an inclined plate immersed in porous medium. The non - dimensional governing equations are solved analytically through Laplace transform technique. Exact solutions for velocity, energy and species concentration are obtained, in terms of exponential and complementary error functions. For better understanding of physical insight of the problem graphical analysis was done under the influence of different critical parameters on fluid flow. Increase in values of Soret number raises the buoyancy force, which in turn results in raise in velocity of the fluid. Increase in thermal radiation results in fall in temperature of the fluid.