Numerical Analysis of Hartmann Number Influence on Nonlinear Horizontal Stretched Sheet

Abstract

This study examines numerically the problem of Hartmann number influence on two medium conduction-convection (conjugate) flow of nanofluids on a nonlinear horizontal stretched sheet. This model nonlinear partial differential equation solved by using Keller box method for nanofluid integrates the influence take on the buoyancy parameter, solute buoyancy, Brownian motion, thermophoresis parameter, Prandtl number and Lewis number found to have a strong effect on the system. The numerical result showed the velocity profile decreases during Prandtl number increases and temperature of Nano fluid increases under the influence of Hartmann number. The reduced Nusselt number when Prandtl number rises and reduced Sherwood number for large values of Lewis number. The Hartmann number influence and different parameters are presented through table and graph.