Heat and mass transfer analysis in the MHD flow of radiative Maxwell nanofluid with non-uniform heat source/sink

The consider work focuses on MHD rotating flow of Maxwell nanofluid affected by non-uniform heat source/sink and thermal radiation. The flow is induced by stretchable surface (linear/exponential) with the implementation of stratification boundary conditions on the surface. The thermal energy and mass concentration equations are discussed with the effect of variable thermal conductivity and variable chemical reaction. The flow model PDEs are converted into the system of nonlinear ODEs with the help of similarity transformation. These nonlinear coupled equations are computed numerically by the utilization of Bvp4c MATLAB technique. The noteworthy impact of different parameters is observed along the velocity, temperature, and concentration distribution. It is examined through graphical discussion that higher estimation of Deborah number and magnetic field parameter retard the fluid motion, as a result the velocity of fluid lower down. Further, higher estimation of rotation parameter causes to Coriolis force, which declines the fluid velocity. The transport of heat and mass for the higher estimation of Deborah number and rotation parameter is reduced consequently. The comparison of current computations is down with the pervious published article, which result shows good agreement.