Abstract
An attempt has been made to study the consequences of stagnation point flow of nanomaterial toward nonlinear variable sheet. Nanoparticles comprise Brownian movement and thermophoresis effects. Thermal radiation and convective boundary conditions are considered. Applied magnetic flux of strength ($$B_{0}$$) is implemented in vertical direction. The nonlinear system is tackled through homotopy method. Energy equation is modeled in the presence of thermal radiation, convective conditions and heat generation/absorption. The impact of several flow variables on the momentum, energy and concentration is graphically discussed. Concluding remarks are presented.
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