Variable Fluid Property for MHD Viscous Fluid Containing Gyrotactic Microorganisms Flow over a Permeable Stretching Sheet

Abstract

The present article highlights the impact of variable fluid property for MHD viscous fluid flow containing gyrotactic microorganisms over a permeable stretching sheet. It also considers the variable Prandtl number, variable Schmidt number of mass, variable Schmidt number of gyrotactic microorganisms. It also examined the first and second order velocity slip, temperature jump, concentration slip, microorganism slip, porosity medium, non-liner radiation and non-linear chemical reaction. By using suitable transformation, the governing PDEs corresponding to the momentum, energy, mass and microorganism equations are converted into non-linear coupled ODEs and solved numerically by using R-K 4th order with shooting technique. The effects of physical parameters on the velocity, heat, mass and microorganism are analyzed with the help of graphs and tables.

Numerical simulation of heat and mass transfers radiative–convective fluid flow on a stretching porous surface with temperature‐dependent thermophysical properties

“…Falodun et al 8 studied the thermophoresis significance of MHD Casson fluid in a vertical plane. Kumari and Jain 9 determined the stretching effect of MHD flow that has gyrotactic microorganisms. The exploration of Idowu and Falodun 10 concentrated on Walter's‐B fluid and the influence of Soret–Dufour on it.…”