Finite Element Analysis Of Viscous Dissipation On MHD Double Diffusive Free Convective Flow Of An Exponentially Accelerated Inclined Vertical Plate With Ramped Temperature

Abstract

The current article deals with finite element analysis of viscous dissipation on MHD double diffusive free convective flow of an exponentially accelerated inclined vertical plate with ramped temperature. Initially, flow governing dimensional partial differential equations along with appropriate initial and boundary conditions are converted into non- dimensional form using suitable dimensional quantities and parameters. Later, finite element technique employed to solve the obtained equations, attained results for velocity, temperature, and concentration against various flow parameters discussed and described in detail with the aid of graphs. The influence of specified parameters on Nusselt number, skin friction, & Sherwood number represented in tabular form. Finally in a special case current findings compared with existing literature and a great coordination is identified. The velocity and temperature profiles get accelerated against viscous dissipation. Present numerical investigation can be applied in cancer therapy and oceanography, chemical science, engineering and nuclear industries, food processing, geophysics, movement of biological fluid.