Soret Effect on Chemically Radiating MHD Oscillatory Flow with Heat Source through Porous Medium in Asymmetric Wavy Channel

The oscillatory flow of an incompressible viscous and electrically conducting thin fluid in an asymmetric wavy channel filled with porous medium under the influence of externally applied magnetic field and heat source is investigated. Assuming Boussinesq approximation, the governing equations of the flow i.e momentum equation, energy equation and concentration equations are formulated. Under the combined influence of heat source and thermo-diffusion (Soret) effects, closed form solutions of the governing equations are obtained for the velocity, the temperature and the concentration profiles. The effects of the various parameters entering into the problem on dimensionless velocity, temperature, concentration distributions are presented graphically for various values of Soret number Sr, Buoyancy ratio N, Grashof number Gr, Gc, radiation parameter, heat source parameter and magnetic field effect M.