Stability and Convergence Analysis of Casson-nano Fluid Flow is Heated Non-linearly with Viscous Dissipation with Convective Boundary Conditions

Abstract

This work uses a non-linear stretching surface with viscous dissipation in two dimensions to show the influence of heat absorption and suction on magneto-hydrodynamic boundary-layer flow of Casson nanofluid. The leading PDEs are turned into a set of ODEs with sufficient boundary conditions using similarity transformations, and then numerically resolved using a BVP4C software technique. The model is enforced for nano-fluid which extension the feeling of thermophoresis and Brownian motion. The influence of dimensionless control settings on nanoparticle concentration profiles, temperature, and flow velocity is investigated using graphs. Other important properties, such as the skin friction coefficient, heat, and mass transport in a variety of conditions, and the relationship between these factors, are examined using tables and graphs.Stability and convergence analysis model has been utilized.The initial value of different parameters are given below as Furthermore, the numerical computations and previously published research are proven to be in perfect agreement.