MHD free convection flow with exponential heating and mass diffusion over an infinite plate that applies shear stress to a viscous fluid
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Date
2016-05-09
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UMT Lahore
Abstract
The idea of this work is to find analytical solutions of MHD free convection flow with exponential heating and mass dispersion over an infinite vertical plate that applies shear stress to a viscous fluid. Precise solutions for non-dimensional temperature, concentration, and velocity fields are attained by using the Laplace transform method. Some results are attained as limiting cases. The results satisfy all the initial and boundary conditions. Influences of some flow factors for the special case of the velocity field are graphically illustrated.