Abstract
Abstract This article investigates rotating flow of Maxwell liquid through submersion of nanoparticles. Flow created is because of an exponentially stretching sheet. Optimal homotopic scheme is implemented for the solution of governing model. The optimal values of auxiliary parameters are computed. The optimal solution expressions of temperature and concentration of nanoparticles are elaborated via plots by employing the various values of involved parameters. The physical quantities like Nusselt and Sherwood numbers are characterized by numerical values. Here we observed that temperature of liquid and its related thickness of boundary layer arise for the increasing values of local Deborah number while it retards for larger temperature exponent parameter.
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