Entropy minimized MHD microrotations of Cross nanomaterials with cubic autocatalytic chemical reaction

Abstract

AbstractThe Cross viscosity model is a generalized non‐Newtonian nanofluid model that has widespread engineering and industrial applications like in the synthesis of polymeric solutions, polymeric latex spheres, animal blood, biological fluids, and polyacrylamides. To analyze the micromotion of such nanofluids, a micropolar flow model is introduced. Entropy generation (EG) minimization is important in thermal fluid systems undergoing heat transportation to achieve improved thermohydraulic execution. Homogeneous and heterogeneous reactions involve complex interactions involving the production and consumption of reactant species. Nonlinear thermal radiation plays a vital role in thermal systems undergoing a drastic change in the temperature gradient. The main focus of this study is the investigation of MHD microrotation in Cross nanofluids subject to nonlinear thermal radiation and autocatalytic chemical reactions. The findings from this study show that amplifying the Weissenberg number and power‐law index leads to augmentation in axial and transverse fluid velocity components and emaciation in microrotations. Strengthening the magnetic field yields enfeeblement of fluid velocities. In addition, increasing the micropolar parameter leads to the growth of flow velocity, microrotation, and fluid temperature. An increase in Brinkman number contributes to the thicker thermal boundary layer. EG number grows with a rise in Reynolds number.