A Comparative Numerical Study of Heat and Mass Transfer Individualities in Casson Stagnation Point Fluid Flow Past a Flat and Cylindrical Surfaces

There is a consensus among researchers that the simultaneous involvement of heat and mass transfer in fluid flow owns numerous daily life applications like energy systems, automobiles, cooling electronic devices, power generation by stream, electric power, diagnosing characterizing diseases, to mention just few. Owing such motivation, we considered both aspects non-Newtonian regimes. The Casson as fluid. For better novelty at flat cylindrical surfaces along with stagnation point, magnetic field, mixed convection, generation, viscous dissipation, thermal radiations, temperature-dependent conductivity. ultimate differential equations are nonlinear, hence difficult solve analytically. Therefore, numerical scheme, namely shooting method Runge–Kutta algorithm, adopted report an acceptable solution for field description. outcomes shared comparatively surfaces. We have seen compared surface, surface has larger Nusselt number magnitude.