Fluid Field Temperature Over a Stretching Sheet with Uniform Heat Flux by Modified Homotopy Perturbation Transform Technique

In this paper, A modified form of Homotopy perturbation transformed method is proposed to work out a pair of equations during the run of a tacky incompressible liquid caused by means of the stretching sheet. This study shows that a series solution is obtained for velocity and the temperature distribution profile of the fluid by the given methods. The projected procedure finds the result without any off-putting assumptions and avoids the work on errors. This MHPTM for the coupled equation is yet not available in the literature survey. Finally, we reveal how the software enables investigating velocity and heat flux.