Solution of the Blasius Equation by Using Adomian Kamal Transform

Abstract

In this article, we present solution of Blasius differential equation with condition at infinity and convert the series solution into rational function by using Pad $$ \breve{\hbox{e}} $$ s approximation. A new method is introduced, called Adomian Kamal transform method, which is a combination of Adomian decomposition method and Kamal transform, for handling a differential equation of mixing layer that arises in viscous incompressible fluid. It offered not only the numerical values, but also the power series close-form solutions.