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The objectives of the study are to analyze steady, two-dimensional laminar free convective boundary layer flows of non-Newtonian fluid over different geometries viz. horizontal circular cylinder, sphere etc., embedded in a Darcy or non-Darcy porous medium with partial slip. The analysis includes: (1) formation of the mathematical models to obtain the governing boundary layer flow and heat transfer equations for the new models; (2) non similar boundary layer transformation; and (3) numerical computation using a finite-difference scheme. The scheme employed is the Box method developed by Keller.

Produktbeschreibung
The objectives of the study are to analyze steady, two-dimensional laminar free convective boundary layer flows of non-Newtonian fluid over different geometries viz. horizontal circular cylinder, sphere etc., embedded in a Darcy or non-Darcy porous medium with partial slip. The analysis includes: (1) formation of the mathematical models to obtain the governing boundary layer flow and heat transfer equations for the new models; (2) non similar boundary layer transformation; and (3) numerical computation using a finite-difference scheme. The scheme employed is the Box method developed by Keller.
Autorenporträt
Dr. A. Subbarao is Assistant professor in Mathematics at Madanapalle Institute of Technology & Science,Madanapalle.He did his Ph.D in S.V University,Tirupati under the guidance of Prof.N.BhaskarReddy.He has published 10 papers in National&International Journals with impact factor.His current research interest include heat transfer in porous media.