Numerical solution of MHD Micropolar Casson fluid flow over Porous linearly stretching sheet with heat source /sink

In the current investigation, we obtain the numerical solution of MHD Micropolar Casson fluid flow over linearly stretching sheet with heat source /sink effect in porous medium. Through the implementation of appropriate similarity transformations, the governing partial differential equations are converted into nonlinear ordinary differential equations. These equations are subsequently numerically solved via the utilization of MATLAB software, resulting in the derivation of numerical solutions for the aforementioned transformed nonlinear ordinary differential equations. The obtained numerical answer velocity of fluid, temperature and micro-rotation are presented in graphical form, wherein the impact of numerous relevant factors, for instance the Casson fluid parameter, porosity parameter, magnetic parameter, micro-inertia density parameter, micro-coupling parameter, heat generation parameter, etc., on the micro-rotation, velocity and temperature profiles are thoroughly analyzed and spoke about. The graphical depictions of the resulting data are expounded upon in detail.