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In this paper a numerical model is developed to examine the effect of thermal   radiation on magnetohydrodynamic heat transfer flow of a micropolar fluid   past a non-conducting wedge in presence of heat source/sink. In the model it   is assumed that the fluid is viscous, incompressible and electrically   conducting. The Hall and ion slip effects have also been taken into   consideration. The model contains highly non-linear coupled partial   differential equations which have been converted into ordinary differential   equation by using the similarity transformations. These equations are then   solved numerically by Shooting technique along with the Runge-Kutta-Fehlberg   integration scheme for entire range of parameters with appropriate boundary   conditions. The effects of various parameters involved in the problem have   been studied with the help of graphs. Numerical values of skin friction   coefficients and Nusselt number are presented in tabular form. The results   showed that the micropolar fluids are better to reduce local skin drag as   compared to Newtonian fluids and the presence of heat sink increases the   heat transfer rate

thermal science/thermal science

Influence of thermal radiation and heat generation/absorption on MHD heat transfer flow of a micropolar fluid past a wedge considering hall and ion slip currents