Quasi-Linearization Analysis for Entropy Generation in MHD Mixed-Convection Flow of Casson Nanofluid over Nonlinear Stretching Sheet with Arrhenius Activation Energy

Thermal performance of magnetically driven Casson nanofluid over a nonlinear stretching sheet under the influence entropy, activation energy and convective boundary conditions was analyzed numerically, employing quasi-linearization method (QLM). The collective behavior thermophoretic diffusion Brownian motion along with special effects viscous dissipation, thermal radiation, heat generation joule heating are considered in equation for flow problem. addition nanoparticles helps to stabilize flowing maintain symmetry structure. governing highly coupled differential equations velocity, temperature, concentration entropy simulated through an iterative scheme encoded MATLAB programming language. geometric model is, therefore, described using technique. A comparative analysis linear sheets is presented via graphs tables regarding pertinent dimensionless parameters. It worth noting that Nusselt number Sherwood decrease at relatively higher rates growing values case stretching. Moreover, rate near surface decreases due strong while it goes on improving far off surface.