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Radiative Effects on Mixed Convection in a Uniformly Heated Vertical Convergent Channel with an Unheated Moving Plate

Published online by Cambridge University Press:  03 June 2015

Assunta Andreozzi*
Affiliation:
DETEC-Università di Napoli Federico II, P.le Tecchio, 80-80125, Napoli, Italy
Nicola Bianco*
Affiliation:
DETEC-Università di Napoli Federico II, P.le Tecchio, 80-80125, Napoli, Italy
Vincenzo Naso*
Affiliation:
DETEC-Università di Napoli Federico II, P.le Tecchio, 80-80125, Napoli, Italy
*
Corresponding author. URL: https://www.docenti.unina.it/assunta.andreozzi, Email: [email protected]
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Abstract

Fluids engineering is extremely important in a wide variety of materials processing systems, such as soldering, welding, extrusion of plastics and other polymeric materials, Chemical Vapor Deposition (CVD), composite materials manufacturing. In particular, mixed convection due to moving surfaces is very important in these applications. Mixed convection in a channel, as a result of buoyancy and motion of one of its walls has received little research attention and few guidelines are available for choosing the best performing channel configuration, particularly when radiative effects are significant. In this study a numerical investigation of the effect of radiation on mixed convection in air due to the interaction between a buoyancy flow and an unheated moving plate induced flow in a uniformly heated convergent vertical channel is carried out. The moving plate has a constant velocity and moves in the buoyancy force direction. The principal walls of the channel are heated at uniform heat flux. The numerical analysis is accomplished by means of the commercial code Fluent. The effects of the wall emissivity, the minimum channel spacing, the converging angle and the moving plate velocity are investigated and results in terms of air velocity and temperature fields inside the channel and wall temperature profiles, both of the moving and the heated plates, are given. Nusselt numbers, both accounting and not for the radiative contribution to heat removal, are also presented.

Type
Research Article
Copyright
Copyright © Global-Science Press 2011

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References

[1] Viskanta, R. and Bergman, T. L., Heat Transfer in Materials Processing, in: Rohsenow, W. M., Hartnett, J. P., Cho, Y. I. (Eds.), Handbook of Heat Transfer, McGraw-Hill, New York, 1998.Google Scholar
[2] Jaluria, Y., Fluid flow phenomena in material processing, J. Fluid. Eng., 123 (2001), pp. 173210.Google Scholar
[3] Jaluria, Y., Thermal processing of materials: from basic research to engineering, J. Heat. Trans., 125 (2003), pp. 957979.CrossRefGoogle Scholar
[4] Al-Sanea, S. A., Convection regimes and heat transfer characteristic along a continuous moving heated vertical plate, Int. J. Heat. Fluid. Flow, 24 (2003), pp. 888991.Google Scholar
[5] Al-Sanea, S. A., Mixed convection heat transfer along a continuously moving heated vertical plate with suction or injection, Int. J. Heat. Mass. Trans., 47 (2004), pp. 14451465.CrossRefGoogle Scholar
[6] Ramachandran, N., Chen, T. S. and Armaly, B. F., Mixed convection from vertical and inclined moving sheets in a parallel free stream, J. Thermophys., 1(3) (1987), pp. 274281.CrossRefGoogle Scholar
[7] Ramachandran, N., Chen, T. S. and Armaly, B. F., Correlations for laminar mixed convection in boundary layers adjacent to inclined, continuous, moving sheets, Int. J. Heat. Mass. Trans., 30(10) (1987), pp. 21962199.CrossRefGoogle Scholar
[8] Chamkha, A. J., Takhar, H. S. and Nath, G., Effect of buoyancy force on the flow and heat transfer over a continuous moving vertical or inclined surface, Int. J. Thermal. Sci., 40 (2001), pp. 825833.Google Scholar
[9] Kuiken, H. K., The cooling of a low-heat-resistance cylinder moving through a fluid, Proc. Soc. London., A346 (1975), pp. 2335.Google Scholar
[10] Karwe, M. V. and Jaluria, Y., Fluid flow and mixed convection transport from a plate in rolling and extrusion processes, ASME J. Heat. Trans., 110 (1988), pp. 655661.Google Scholar
[11] Karwe, M. V. and Jaluria, Y., Numerical simulation of thermal transport associated with a continuously moving flat sheet in materials processing, ASME J. Heat. Trans., 113 (1991), pp. 612619.CrossRefGoogle Scholar
[12] Bianco, N. and Nardini, S., Numerical analysis of natural convection in air in a vertical convergent channel with uniformly heated conductive walls, Int. Commun. Heat. Mass. Trans., 32 (2004), pp. 758769.CrossRefGoogle Scholar
[13] Bianco, N., Langellotto, L., Manca, O. and Nardini, S., Numerical analysis of radiative effects on natural convection in vertical convergent and symmetrically heated channels, Numer. Heat. Trans., 49 (2006), pp. 369391.Google Scholar
[14] Kihm, K. D., Kim, J. H. and Fletcher, L., Investigation of natural convection heat transfer in vertical converging channel flows using a specklegram technique, J. Heat. Trans., 115 (1993), pp. 140148.CrossRefGoogle Scholar
[15] Said, S. A., Investigation of natural convection in convergent vertical channels, Int. J. Energy. Res., 20 (1996), pp. 559567.Google Scholar
[16] Shalash, J. S., Tarasuk, J. D. and Naylor, D., Experimental and numerical studies of natural convection heat transfer in vertical converging channel flows, Proc. 4th Int. Con. Experimental. Heat. Trans. Fluid. Mech. Thermodyn., 4 (1997), pp. 21672174.Google Scholar
[17] Sparrow, E. M., Ruiz, R. and Azevedo, L. F. A., Experiments and numerical investigation of natural convection in convergent vertical channels, Int. J. Heat. Mass. Trans., 31 (1988), pp. 907915.CrossRefGoogle Scholar
[18] Premachandran, B. and Balaji, C., A correlation for mixed convection heat transfer from converging, parallel and diverging channels with uniform volumetric heat generating plates, Int. Commun. Heat. Mass. Trans., 33 (2006), pp. 350356.Google Scholar
[19] Andreozzi, A., Bianco, N., Lacasa, G. and Naso, V., Mixed convection heat transfer in a convergent vertical channel with a moving plate, Proc. 8th Biennial ASME Conference on Engineering Systems Design and Analysis (ESDA), paper no. ESDA2006-95502, Torino, July 4–7, 2006.Google Scholar
[20] Andreozzi, A., Lacasa, G. and Di Schio, E. Rossi, Numerical analysis of mixed convection in air in a convergent vertical channel with a moving plate, JP J. Heat. Mass. Trans., 1(2) (2007), pp. 187217.Google Scholar
[21] Fluent Inc., Fluent 6.2, User Manual, Lebanon, NH, 2005.Google Scholar