Casson fluid with over a nonlinear stretching sheet with stagnation point flow, heat and mass transfer

A numerical attempt in the present investigation deals with the combined effect of heat and mass transfer on the profile of the parameters involved in an unsteady flow assumed to be in a nonlinear stretching sheet in terms of temperature factors and suction / injection effects, and the flow is a two-dimensional boundary. The nonlinear partial differential equations that drive the simulation are to be converted to the coupled nonlinear ordinary differential equations with the techniques of the similarity transformations. And the equations come across in the transformation of similarity were solved using the Keller box method. The characteristics of the parameters such as concentration, temperature and velocity distribution are shown by the graph plotting generated in the numerical solution process.