Mourad Samir abdallah Mohmmed Semary
Asst. Professor
An Effective Approach for solving MHD Viscous Flow Due to A Shrinking Sheet
Applied Mathematics & Information Sciences • 2016
Publication Information
Authors
Mourad S. Semary, Hany N. Hassan
Keywords
Not Available
Journal
Applied Mathematics & Information Sciences
Publisher
Not Available
Volume
10
Issue
4
Pages
1425-1432
publication.type
International
Paper Link
Not Available
Supplementary Materials
Not Available
Abstract
In this paper, we present an effective technique combined between homotopy
analysis method and traditional Padé approximation so-called (HAM Padé), the technique to
obtain the analytic approximation solution of a certain type of nonlinear boundary value
problem with one boundary condition at infinity. The analytic series solution obtained from
the homotopy analysis method and the Padé diagonal approximation to handle the
boundary condition at infinity. This technique apply to the boundary value problem
analysis method and traditional Padé approximation so-called (HAM Padé), the technique to
obtain the analytic approximation solution of a certain type of nonlinear boundary value
problem with one boundary condition at infinity. The analytic series solution obtained from
the homotopy analysis method and the Padé diagonal approximation to handle the
boundary condition at infinity. This technique apply to the boundary value problem