Two-Dimensional Viscous, Steady, 2-D Nanofluid Flow Past a Permeable Stretching Sheet in Presence of Magnetic Field, Soret and Dufour Effects

This project aims to investigate the interaction between thermal and magnetic fields under stretching conditions. By employing concentration and energy equations, we aim to scrutinize the thermo-diffraction effect. Additionally, we plan to integrate other factors such as fluid injection and suction. Solving boundary layer equations will be facilitated using the Runge-Kutta method. Through graphical representations, we aim to illustrate how various parameters influence temperature, concentration profiles, and velocity. Our findings will be communicated using Sherwood, Nusselt, and skin-friction coefficients. The consistency between our results and previous research underscores the importance of this study in advancing nanotechnology.