Flow and Heat Transfer Analysis of Jeffrey Nanofluid Over a Nonlinear Stretching Sheet with Porous Medium and Slip Effects: HAM-Based Solutions

This article focuses on the Jeffrey nanofluid as the fluid model that is significant in various industrial applications including lubrication, natural gas systems, spray techniques, and nuclear reactor cooling, among others. We examine the detrimental impact of heat transmission on the flow dynamics of a Jeffrey non-Newtonian fluid across a nonlinear stretchable surface, grabbing the interaction of an externally applied magnetic field. We acknowledge phenomena such as Brownian motion and thermophoresis diffusion. The governing equations for the system are non-linear partial differential equations. These equations fulfil their function. These equations are then reduced to ordinary differential equations by utilizing appropriate similarity transformations. The Homotopy Analysis Method (HAM) is utilized to provide the analytical solutions for the corresponding differential equations. This article delivers a comprehensive examination of several significant engineering factors as well as numerical data for the transmission of mass and heat in fluid flow. Ultimately, it is confirmed that the numerical results are entirely consistent with the results that were published.