Numerical Investigation of Two-Dimensional MHD Jeffrey Nanofluid Flow Over a Linear Stretching Sheet

The main aim of the present study is to explore Jeffrey nano-fluid flow over a linearity stretching isothermal sheet with thermal radiation. Numerous scientists have studied the flow past a stretching sheet for industrial applications such as metal spinning, plastic film sketching, glass blowing, and filament cooling. Viscous dissipation, magnetic field, and heat source impacts are also included. The governing system of non-dimensionless partial differential equations have been evaluated by the combination of local non-similarity technique into a collection of dimensionless nonlinear coupled differential equations with boundary conditions. The spectral Quasi-linearization method (SQLM) is used to solve the governing equations numerically. The effect of different physical parameters on the temperature, velocity, and concentration is depicted graphically and analyzed in detail. This study may be useful for understanding and optimizing the performance of non-Newtonian behavior for specific applications.