Numerical study of Casson-Nanofluid flow past an exponentially stretching sheet filled by porous medium in presence of velocity and thermal slip effects

Abstract

An inquiry of the non-Newtonian Casson flow of nanofluid through a non-linear exponentially expanding sheet is one of the things that will be covered in the course of this work. When a magnetic field, chemical reaction, thermophoresis, and Brownian motion phenomena are present, the influence of coupled velocity and thermal slip conditions on porous embedded fluid flow is investigated. These phenomena include Brownian motion. In particular, the flow of fluid through porous embedded structures is studied in the presence of a magnetic field. Because the mechanics of fluid motion are extremely sequential and non-linear, fluid dynamics may be described as having these characteristics. In order to acquire an approximate answer, what has been done here is to combine the Runge-Kutta method with a numerical approach that makes use of the shooting technique and a shooting scheme. This has been done in order to get an approximation. The degree to which the thermo-fluid parameters are susceptible to change is shown by both the tabular and graphical representations of the data. When the new findings are contrasted with the findings of the earlier study, there may be found to be a high degree of congruence between the two sets of findings.