In this research, the Laplace-Adomian decomposition method (LADM)
is applied for the analytical and numerical treatment of the
nonlinear differential equation that describes a
magnetohydrodynamic (MHO) flow under slip condition over a
permeable stretching surface. The technique is well applied to
approximate the similarity solutions of the problem for some
typical values of model parameters. The obtained series solutions
by the LADM are combined with the Pade approximation to improve
the accuracy and enlarge the convergence domain of the obtained
results. Through tables and figures, the efficiency of the
presented method is illustrated.
