Staff Members - Benha University
Comments on the two published papers By M.M.Khader and Ahmed M. Megahed In 1. Numerical solution for boundary layer flow due to a nonlinearly stretching sheet with variable thickness and slip velocity [Eur. Phys. J. Plus (2013) 128: 100]. 2. Differential transformation method for studying flow and heat transfer due to stretching sheet embedded in porous medium with variable thickness, variable thermal conductivity, and thermal radiation [Appl. Math. Mech. -Engl. Ed., 35(11), 1387–1400 (2014)].
researchgate.net • 2015
Publication Information
Authors
Mostafa A. A. Mahmoud
Keywords
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Journal
researchgate.net
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Volume
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Pages
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publication.type
International
Paper Link
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Supplementary Materials
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Abstract
In the first paper [1], the authors numerically study the flow of an
incompressible Newtonian fluid over a continuously stretching sheet with
power law surface velocity, slip velocity and variable thickness using the
finite difference method (FDM). The authors claimed that the problem is valid
only for 1 ≠ m .
2 = m is one value used by the authors in their studies. It was found that :
incompressible Newtonian fluid over a continuously stretching sheet with
power law surface velocity, slip velocity and variable thickness using the
finite difference method (FDM). The authors claimed that the problem is valid
only for 1 ≠ m .
2 = m is one value used by the authors in their studies. It was found that :