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Abstract

This article deals with the effects of Soret and Dufour on MHD transient flow over an exponentially accelerated plate with ramped temperature. The dimensional flow governing equations associated with boundary conditions are converted to non-dimensional form. These converted equations are solved for numerical solutions by using Finite element technique. To understand the influence of individual emerging flow pertinent parameters, obtained results are depicted and illustrated in depth with the aid of graphs. Tabulated representation is used to exemplify the variations in skin frictions, Nusselt number and Sherwood number against different parameters. In a special case acquired computational results are compared with the existing literature and a satisfactory coordination is achieved.