ANALYTICAL ANALYSIS OF STEADY FLOW OF NANOFLUID, VISCOUS DISSIPATION WITH CONVECTIVE BOUNDARY CONDITION

We focused on the analytical analysis of steady flow of nanofluid, viscous dissi-pation with convective boundary condition in this work. The MWCNT and SWCNT are used to described the nanofluid. A similarity transformation is ap-plied to convert nonlinear PDE from their dimensional form to dimensionless nonlinear ODE. The developed nonlinear ODE for velocity and temperature pro-files are solved by using an approximate analytical technique called the ho-motopy asymptotic method. Graphs are used to discuss and illustrate the results. Graphs are used to interpret the effects of several factors. Finally, the skin fric-tion and Nusselt number are illustrated in the form of table.