Abstract
The present continuation investigates an unsteady mixed free convective flow of magnetohydrodynamics hybrid nanofluid due to inclined porous plates. The copper, aluminum, aluminum oxide, and gold nanoparticles are utilized to enhance the thermal importance of water-based fluid. The flow is moving through the plates in the existence of a magnetic field. The influences of Newtonian heating, thermal radiation, as well as a chemical reaction on the fluidflow is also examined. The dimensionless equations are fractionalized by the well-known time-fractional operators i.e. Caputo–Fabrizio (CF) and Atangana – Baleanu (AB). The semi-analytical solution to the problem is attained via the Laplace transform. Stehfest, and Tzou,s algorithms are exploited to acquire inverse Laplace transform. A comparison of different numerical schemes computed via Stehfest and Tzou algorithm has been validated and confirmed. The achieved results are clarified by graphical demonstrations and tables.
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