Magnetohydrodynamic Flow and Heat Transfer Along a Moving Pipe with Suction and Injection

This paper investigated the steady and incompressible magnetohydrodynamic flow and heat transfer along a moving pipe with suction and injection. Consider that the porous wall moving with the velocity cx and the surface of the pipe at a uniform temperature. It is assumed that the suction Reynolds number and Magnetic Reynolds number are both small. Introducing similarity transformation, the dynamic equations reduced to a third order non-linear differential equation with appropriate boundary conditions. A perturbation method was used to solve the latter equations. Further, we obtained the analytical solutions of the velocity components, pressure and temperature.