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Z. Naturforsch. 67a, 262 – 266
(2012)
doi:10.5560/ZNA.2012-0019
New Computational Dynamics for Magnetohydrodynamics Flow over a Nonlinear Stretching Sheet
Department of Sciences and Humanities, National University of Computer & Emerging Sciences, Islamabad, Pakistan
Received September 7, 2011 / revised January 30, 2011 / published online May 2, 2012
Reprint requests to: M. K.; E-mail:
mk.cfd1@gmail.com
The main idea of the present article is to introduce a new computational technique, explicitly, the modified Laplace Padé decomposition method (MLPDM) which is a recipe of Laplace transformation, decomposition technique, and rational polynomial to offer new solution mechanism of magnetohydrodynamics (MHD) flow of an steady viscous, incompressible nonlinear stretching sheet. A good harmony among the attained solution and the exact solution has been verified.
Key words: Modified Laplace Decomposition Method; Rational Polynomial; MHD Flow; Approximate Solution.