Abstract
The purpose of this article is to execute an analytical approximation for the flow of magnetohydrodynamic Carreau nanoliquid over a heated stretchable rotating disk. An association between linear thermal radiations and the Cattaneo–Christov flux theory for heat and mass is discussed. The governed partial differential equations are first adapted to ordinary differential equations by engaging similarity transformations. The optimal homotopy analysis method (OHAM) is adopted to solve the model. The graphical and tabular illustrations are provided to analyze the impact of various physical parameters on flow properties. It is noticed that the enrichment of the radiation phenomenon results in enhancing the temperature. The thermal and concentration boundary layer thickness is contracted by strengthening thermal and solutal relaxation time parameters.
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