Dual solutions for double diffusion and MHD flow analysis of micropolar nanofluids with slip boundary condition

The present communication is designed to elucidate the flow attributes of micro-polar non-Newtonian liquid over stretching/shrinking surfaces. In addition, we have observed stagnation aspect along with velocity slip condition on momentum field. Fourier law heat conduct, a physical stratified and generation absorption, are then used model temperature equation. Buongiorno nanofluid study additional transport features. After discussion PDEs using similarity transformation, mathematical formulations given problem supported in form an ordinary differential system. solution modeled governing equations containing effects simulated by shooting method conjunction RK- Method. significant parameters that associated velocity, temperature, concentration distribution for low upper branch solutions revealed through graphs tables. Quantities engineering concerns like skin friction coefficient Nusselt number also compared previous results critical values. Furthermore, it should be considered as micro-pole increased, local amplitude rise.