Physical aspects of nanoparticles in non-Newtonian liquid in the presence of chemically reactive species through parabolic approach

Abstract

An article is made to report physical aspects of nanoparticles along with mutual interaction of chemical reaction and mixed convection on boundary layer Eyring Powell fluid flow yields by stretching surface. The fluid flow is engaged due to no slip condition i-e the velocity of particles is directly related to velocity of surface due to stretching. The physical situation within the real concerned constraints is achieved in terms of differential equations as a boundary value problem. To make implementation of numerical algorithm possible partial differential equations are transformed into ordinary differential equations by means of appropriate transformation. Then these constructed ordinary differential equations are solved numerically by using shooting scheme charted with Runge-Kutta algorithm. The effect logs of an involved pertinent flow parameters are explored by way of graphical outcomes. It is observed that in the presence of nanoparticles Eyring-Powell fluid velocity increases for positive values of both thermal Grashof and solutal Grashof numbers. A parabolic curve fitting way of communication is executed to represent the impact of both thermophoresis parameter and Brownian motion parameter on heat and mass transfer rates. It is found that heat transfer rate is decreasing function of thermophoresis parameter but mass transfer rate exhibit an inciting nature towards Brownian motion parameter.