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Considering putting in diverse nanoparticles to the base fluid is the latest technique to increase the thermal accomplishment of ordinary fluids. for the present investigation, the flow and heat transfer of nanofluids over a spinning disk with an invariable stretching pace is observed. The non-Fourier flux, magnetic field, and radian heat have all been paid regard to. The nanoparticle used here is Graphene with water as a base fluid. The governing equations are reshaped by utilizing Von Karman transformation and worked it out numerically via boundary value problem solver (bvp5c). We also provided some of the results with magnetic field and beside magnetic field cases and found disparity in both circumstances. Results pointed out that with little proliferation in stretching force constant, the skin friction and the local Nusselt number, the velocity in radial and axial paths improved, when the velocity in the tangential trend and the thermal boundary layer thickness reduce, significantly.

For the present research, an attempt was made to study the influence of magnetic field and thermophoresis on an existing mathematical model. The impacts made by both magnetic parameter and thermophoresis over the nanofluids flux as well as the characteristics of transfer of heat are studied and analyzed by using a suitable numerical method (RungeKutta- Fehlberg method together with shooting technique) in maple2020. Also the effects of some emerging physical parameters on the profiles of momentum and temperature have been studied and analyzed in tables and graphs. Two solutions are obtainable if the free stream and the plate moves conversely to each other. At the end it was found that the Nusselt number is mostly an increasing function, whereas, the momentum and the temperature fluctuates with different parameters.