Convection and Radiation Heat Loss Reduction between Two Finite Concentric Cylinders Using Radiation Shields at Different Pressure: Experimental Study

Document Type : Research Paper

Authors

Abstract

In the present work, the experimental Study of the radiation and natural convection heat losses from two finite concentric cylinders with radiation shields is investigated. The enclosure consists of two concentric cylinders with hotter inner cylinder and radiation shields with three different materials (aluminum, copper and steel) are inserted between the cylinders at different radial positions. The effects of physical properties (emissivity), geometrical effects of radiation shields, inner cylinder temperature, and enclosure pressure on the heat losses have been investigated. The calculations were performed for two different inner temperatures as 200, and 400ºC, and at two enclosure pressures of 0.2 and 1.0 atm. Results showed that the enclosure pressure and radiation shield emissivity together reduce the total heat loss from the inner cylinder.

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[1] A. Mezrhab, H. Bouali, H. Amaoui, M. Bouzidi, (2006), Computation of combined natural-convection and
radiation heat-transfer in a cavity having a square body at its center, Appl. Energy 83, 1004– ح 1023
[2] V. Vivek, A.K. Sharma, C. Balaji, (2012), Interaction effects between laminar natural convection and surface
radiation in tilted square and shallow enclosures, Int. J حTherm. Sci. 60, 70– ح 84
[3] Semen G. Martyushev, Mikhail A. Sheremet, (2014), Conjugate natural convection combined with surface
thermal radiation in a three-dimensional enclosure with a heat source, International Journal of Heat
and Mass Transfer 73, 340–353.
[4] Menguc MP, Viskanta R., (1987), Radiation heat transfer in combustion systems. Prog Energy Combust Sci.
13, 97– ح 160
[5] Yang K.T., (1986) Numerical modeling of natural convection–radiation interactions in enclosures, Int. Heat
Transfer Conf. 1, 131–40.
[6] G.V. Kuznetsov, M.A. Sheremet, (2009), Conjugate natural convection with radiation in an enclosure, Int. J.
Heat Mass Tran. 52, 2215–2223.
[7] Anil Kumar Sharma, K. Velusamy, C. Balaji, S.P. Venkateshan, (2007), Conjugate turbulent natural
convection with surface radiation in air filled rectangular enclosures, Int. J. Heat Mass Tran. 50, 625–
639.
[8] Zachary A. Holdena, Anna E. Klene, Robert F. Keefe, Gretchen G. Moisen, (2013), Design and evaluation
of an inexpensive radiation shield for monitoring surface air temperatures, Agricultural and
Forest Meteorology 180, 281– 286.
[9] A. Lemembre, J.P. Petit, (1998), Laminar natural convection in a laterally heated and upper cooled vertical
cylindrical enclosure, Int. J. Heat Mass Tran. 41, (16) 2437–2454.
[10] G. Colomer, M. Costa, R. Consul, A. Oliva, (2004), Three-dimensional numerical simulation of convection
and radiation in a differentially heated cavity using the discrete ordinates method, Int. J. Heat Mass
Tran. 47, 257–269.
[11] Seyfolah Saedodin, Mohammad Sadegh Motaghedi Barforoush, (2014), Comprehensive analytical study for
convective–radiative continuously moving plates with multiple non-linearities, Energy Conversion
and Management 81, 160–168.
[12] Seyfolah Saedodin, M.S. Motaghedi Barforoush, Mohsen Torabi, (2011), Reducing Heat Transfer Between
Two Concentric Semi-Cylinders Using Radiation Shields with Temperature-Dependent Emissivity,
Frontiers in Heat and Mass Transfer (FHMT), 2, 044001.
[13] Seyfolah Saedodin, M. S. Motaghedi Barforoush, Mohsen Torabi, (2012), Calculation of Reduction Heat
Transfer between Two Finite Concentric Cylinders Using Radiation Shields with Temperature-
Dependent Emissivity, International Review of Mechanical Engineering, Vol. 6, N. 1.
[14] Seyfolah Saedodin, M.S. Motaghedi Barforoush, Mohsen Torabi, (2011), Calculation of radiation heat
transfer using hemisphere shields with temperature-dependent emissivity, Journal of Applied
Sciences 11, (12), 2238-2243.
[15] Seyfolah Saedodin, Mohsen Torabi, Jalal Moghimi Kandelousi and Nima Maghsodloo, (2010), Application
of Net Radiation Transfer Method for Optimization and Calculation of Reduction Heat Transfer,
Using Spherical Radiation Shields, World Applied Sciences Journal 11, (4): 457-461.
[16] F.P. Incropera, D.P. Dewitt, T.L. Bergman, and A.S. Lavine, (2007), Fundamentals of Heat and mass transfer,
6th ed., John Wiley and sons, New York.