Calculation of temperature distribution for viscous incompressible flow with constant thermal conductivity /

Abstract

The investigation of heat and mass transfer is the top consideration for mathematicians. In light of its vital applications in the field of polymer engineering, the consideration of heat transaction procedure from a stretching sheet to the boundary layer fluid has been developed completely. The aim of work is to attain the temperature profile by varying the different parameters having constant thermal conductivity .Generally , 3D flow of a viscous incompressible fluid has been assessed in the existence of AMT phenomenon. The impact of injection and suction has been deliberated in detail. The fundamental system has the equations, i.e. Momentum equation (M.eq) and Energy equation (E.eq) which are transformed into Ordinary Differential equations (ODEs) by means of similarity alteration. The solution of the problem has been achieved by utilizing analytical method i.e. homotopy analysis method (HAM). The precision of this technique is occurred in literature for further problems. The graphs of various parameters present the solution of the problem.