Abstract
Theoretical and experimental study of heat transfer by forced convection from the cylinder in cross flow embedded in a saturated porous media was carried out. The theoretical part of the work includes the derivation of the governing momentum and energy equation by using Darcy flow model. The two equations are solved by finite difference method with constant cylinder surface temperature, with a Peclet numbers ranged between (1< Pe
Highlights
Theoretical and experimental study of heat transfer by forced convection from the cylinder in cross flow embedded in a saturated porous media was carried out
Introduction ( Pop,Ingham and Cheng, 1993) used the method of matched asymptotic expansions is employed for investigating the growth of the free convection boundary-layer on a horizontal circular cylinder which is embedded in a porous medium
( F.M.Hardy,F.S.Ibrahim and M.R.Eid.,2008) presented a numerical study of heat transfer in a conical annular cylinder fixed with saturated porous medium is presented .The heat transfer is assumed to take place by natural convection and radiation
Summary
Theoretical and experimental study of heat transfer by forced convection from the cylinder in cross flow embedded in a saturated porous media was carried out. The two equations are solved by finite difference method with constant cylinder surface temperature, with a Peclet numbers ranged between (1< Pe
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