NUMERICAL SOLUTIONS OF HEAT AND MASS TRANSFER OF MAGNETOHYDRODYNAMIC FLOW OVER A VERTICAL PLATE IN THE PRESENCE OF HEAT DISSIPATION AND THERMAL RADIATION

The similarity solution is used to transform the model in form of system of partial differential equations(PDE), describing the problem into a system of coupled ordinary differential equations. The resulting governing system of ODE along with the boundary conditions are solved by fourth order Runga-Kutta shooting method implemented on Maple. The results are presented graphically and in tabular form and the conclusion is drawn that the embedded physical flow parameters such as magnetic parameter, chemical reactions, thermal radiations, Schmitdt number, Soret number, permeability, heat source and Prandtl have significantly influenced on flow velocity, temperature and concentration profiles.