Abstract
The transmission of mass and heat alters the distinctive of non-Newtonian nanoliquid, which have several applications including extrusion, cooling of metallic plates, transport of biological fluids, coating, heat exchanger technology, and feed roll material movement. Mass and heat transfers in tangential hyperbolic nanoliquid streams via a wedge were analyzed, along with the roles played by Arrhenius activation and electro-magneto-hydrodynamics. Additionally, the impact of Darcy-Forchheimer flow and magnetic fields are considered in this simulation. By choosing suitable similarity variables, the necessary nonlinear partial differential formulation is transformed into nonlinear ODE’s (ordinary differential equations). After that, the equations are solved in Matlab through BVP4c solver. Flow fields, heat and mass transfer primary affecting factors were shown in graphically and discussed. Also, the coefficient of skin friction, Nusselt and Sherwood numbers are also presented graphically in the primary influenced parameters. An escalation in the Weissenberg number causes a decrease in the values of nanoliquids velocity, but an escalation in the power law index parameter causes an enhancement in nanoliquids velocity. If the suction and injection fluid have a zeta potential opposite that of the surface, it may improve interaction and change the boundary layer, thereby decreasing the coefficient of skin friction.
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