Combined Convection Stagnation-Point and Transfer of Heat of a Jeffery Fluid

Abstract

The impact of heat radiation on the combined point flow and convection stagnation over an expanding surface is discussed in the study. The nonlinear momentum and energy equation is shown to be the controlling one. We characterize the amount of heat transfer that takes place by using the Rosseland approximation. MATLAB is employed solve the ODE that are obtained from the reduced partial differential equations through the application of similarity transformations. Graphs for each scenario are used to discuss how each of the relevant parameters affects flow and temperature distribution. In a limited sense, a comparison is done with the known numerical solution.