A numerical simulation for the control of radiative heat energy and thermophoretic effects on MHD micropolar fluid with heat source

The current paper explores the behavior of the thermal radiation on the time-independent flow of micropolar fluid past a vertical stretching surface with the interaction of a transverse magnetic field. The effect of thermo-diffusion (Soret) along with the heat source is incorporated to enhance the thermal properties. Also, the convective solutal condition is considered that affects the mass transfer phenomenon. The transformed equations are modeled using suitable similarity transformation. However, the complex coupled equations are handled mathematically employing the Runge-Kutta-Felhberg method. The behavior of characterizing parameters on the flow phenomena as well as the engineering coefficients are displayed via graphs and the validation of the current outcome is reported with the previously published results in particular cases.