Free Convection Flow of Water at 4℃ Passing an infinite Porous Plate with Constant Suction in a Rotating System

A. Raptis; C. Perdikis; G. Tjivanidis

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Article Navigation > Applied Mathematics and Mechanics > 1982 > 3(3): 307-313

A. Raptis, C. Perdikis, G. Tjivanidis. Free Convection Flow of Water at 4℃ Passing an infinite Porous Plate with Constant Suction in a Rotating System[J]. Applied Mathematics and Mechanics, 1982, 3(3): 307-313.

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Free Convection Flow of Water at 4℃ Passing an infinite Porous Plate with Constant Suction in a Rotating System

University of loannina, School of Physics and Mathematics, loannina, Greece

Received Date: 1981-09-28
Publish Date: 1982-06-15

Abstract

Abstract

In this work an analysis of steady free convection flow of water at 4℃ passing a vertical infinite porous plate in a rotating system is considered. Approximate solutions for the coupled nonlinear equations are obtained for the velocity and the temperature. The effect of E' (Eckman number) is discussed, when P (prandtl number)=11.4, which corresponds to water at 4℃.

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References(3)

References

[1]	Coren,S.L.,Chem.Engng.Sci.21,p.515,(1966).
[2]	Covindarajulu,T.,Chem.Engng.Sci.25,p.1827,(1970).
[3]	Pand?,G.C.,Georgantopoulos,G.A.and Goudas,C.L.,Rev.Roum.Phys.22,p.9O3,(1977).