Mathematical Modelling of Magnetized Nanofluid Flow Over an Elongating Cylinder with Erratic Thermal Conductivity

Abstract

An attempt has been made to analyze the flow behaviours of magnetized nanofluid due to an elongating cylinder with the contemporary effects of both heat and mass transference. The flow governing equations are re-modeled into a solvable form by considering a suitable similarity transformation. The MATLAB fourth-order Runge-Kutta shooting technique is implemented to work out the problem. The numerical findings are assembled on a system of tables and diagrams. These results show nanofluid properties for a wide range of circulations such as motion, thermal and mass fractions including physical dimensionless numbers. The major result of this study is that the thermal fraction of the nanofluid is an escalating function of the flow parameters namely the magnetic, Brownian motion, thermophoresis, temperature ratio and the curvature parameters.