Visualization of Non-Newtonian Convective Fluid Flow With Internal Heat Transfer Across a Rotating Stretchable Surface Impact of Chemical Reaction

This study investigates the mixed convection flow of a Jeffery non-Newtonian fluid persuaded by a stretchable surface with heat transfer rate. The relevant set of difference equations was changed to ordinary equations by using transformation matrix. To create numerical solutions for velocity and concentration fields, the Runge-Kutta fourth order method along with shooting approach is utilized. Graphs depict the effects of various variables on motion and concentration fields, like the Hartman number, Schmidt number, and chemical reaction parameter. On\(f'{\text{ and }}g'\), the performance of\({\Omega _1}\) and \({M_1}\) is same. The thickness of the boundary layer is reduced when the value of \({M_1}\) is increased. As Sc grows, the concentration fields \({T_0}\) and \({T_1}\) decline. The destructive response (\(\Upsilon\)> 0) has the effect of lowering the concentration profiles. For destructive (\(\Upsilon\)> 0) and generative (\(\Upsilon\)< 0) chemical reactions, the concentration fields \({T_0}\) and \({T_1}\) observed opposite effects. By raising\({M_1}\), the surface mass transfer reduces. The statistical findings of the heat-transfer rate are as well documented and scrutinized.