Theoretical study of thermal and chemically reactive non-Newtonian fluid flow with Cattaneo–Christov theory and Darcy–Forehheimer over a stretchable surface.

The goal of this article is to examine the heat and mass transportation of a Maxwell fluid flow in the rotating frame with double stratification and porous medium through a linear stretching surface. The heat transfer scrutiny has been presented in the existence of Cattaneo-Christov theory and variable thermal conductivity. The suitable transformation is considered to modify the flow model into the nonlinear system of ordinary differential equations. The numerical computation for the nonlinear system of equations is built-in by the Bvp4c MATLAB approach. It is found that both rotation and stretching have a noteworthy impact on temperature and the velocity profile. Thermal stratification enhances the heat transfer rate as well as higher estimations of rotation parameter condense the heat flux. The novel idea of the present problem is to analyze the heat transfer and Maxwell fluid flow into the rotating frame along Cattaneo-Christov theory induced by the stretching sheet. A relative analysis of current computations with prevailing literature revealed an exceptional agreement. [ABSTRACT FROM AUTHOR]