This paper explores the time dependent magnetohydrodynamic (MHD) flow of tangent hyperbolic nanofluid with flucating flow properties over an inclined stretched sheet in the presence of a heat source. The governing nonlinear partial differential equations of current flow analysis are equations of continuity, momentum, temperature, and concentration those are converted into dimensionless form and numerically solved using the shooting technique and the bvp4c solver approach. Under limited conditions, numerical findings are compared to previously reported results. Non-dimensional profiles are depicted graphically related to velocity, temperature, and concentration. Results show that for increased values of the power-law index and Weissenberg number cause a rise in the temperature and concentration profiles, while a drop in the velocity profile. In the current study, the Weissenberg number and power law index parameters enhances skin friction and reduced heat and mass transfer rate.

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