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.
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