摘要：In this paper, an interesting physical model which describes the nano boundary layer flows with Navier boundary condition, is investigated. By using some suitable similarity transformations, the governing partial differential equations are transformed to a nonlinear ordinary differential problem with boundary conditions. An efficient semi-analytical method, the Laplace Adomian Decomposition Method (LADM) coupled with Padé approximation, is formulated and used to approximate the similarity solutions of the problem. Two cases of the model, when the viscous flows over a two-dimensional stretching surface and an axisymmetric stretching surface are investigated. The presented results through the tables and figures show the efficiency and accuracy of the proposed semi-analytical method. Finally, some results are given to show the effects of the model parameters (suction parameter and slip parameter) on the fluid velocity and on the tangential stress
