Effect of Viscous Dissipation and Induced Magnetic Field on an Unsteady Mixed Convective Stagnation Point Flow of a Nonhomogenous Nanofluid

In the study, we investigate the numerical investigation of variable vis-cous dissipation and source of heat or sink in mixed convective stagnation point flow the unsteady non-homogeneous nanofluid under the induced magnetic parameter. Considering similarity conversions, the governing of fundamental boundary of layer non-linear PDEs are transformed to equations of the non-linear differential type that, under appropriate boundary conditions, are numerically solved, and the MATLAB function bvp4c is considered to solve the resulting system. The obtained results are calculated numerically for non-dimensional velocity, temperature, and volume fraction and displayed graphically. Further, numbers of Nusselt and Sher-wood and local Skin of friction have been produced and displayed by graphs. The obtained findings agree with those introduced by others if the magnetic field and viscous dissipation are neglected.