By the partition allocation method, the radiative heat transfer in a cylindrical medium is approximated, in which every subdomain is overlapped with each other and isolated by an imaginary black wall at certain temperatures. The flux equivalent temperature (FET) from the incident radiative flux on the imaginary interface is proposed as the imaginary temperature of open boundary. Compared with the conventional method of the local medium temperature (LMT) as the imaginary temperature, the FET method is more suitable. The effects of the overlap optical thickness and the aspect ratio on the accuracy of partition allocation method were also investigated.
Issue Section:
Technical Briefs
1.
Yang
, G.
, and Ebadian
, M. A.
, 1991, “Combined Conductive-radiative Heat Transfer in a Duct Applying the Modified Differential Approximation Radiation Model
,” in Fundamentals of Radiation Heat Transfer
, Proceedings of the ASME Jsme Thermal Engineering Joint Conference
, 160
, pp. 45
–53
.2.
Coelho
, P. J.
, Goncalves
, J. M.
, and Carvalho
, M. G.
, 1998, “Modeling of Radiative Heat Transfer in Enclosures with Obstacles
,” Int. J. Heat Mass Transfer
0017-9310, 41
, pp. 745
–756
.3.
Zheng
, B.
, Lin
, C. X.
, and Ebadian
, M. A.
, 2000, “Combined Laminar Forced Convection and Thermal Radiation in a Helical Pipe
,” Int. J. Heat Mass Transfer
0017-9310, 43
, pp. 1067
–1078
.4.
Liu
, L. H.
, 2003, “Domain Isolation Concept for Solution of Radiative Transfer in Large-Scale Semitransparent Media
,” J. Quant. Spectrosc. Radiat. Transf.
0022-4073, 78
, pp. 373
–379
.5.
Ruan
, L. M.
, Liu
, L. H.
, and Tan
, H. P.
, 2004, “The study on Approximating the Open Boundary of Two-dimension Medium as One Black Wall
,” Heat Mass Transfer
0947-7411, 40
, pp. 319
–324
.6.
Chai
, J. C.
, and Moder
, J. P.
, 1997, “Spatial-multi-block Procedure for Radiation Heat Transfer
,” Numer. Heat Transfer, Part B
1040-7790, 31
, pp. 277
–293
.7.
Ruan
, L. M.
, Qi
, H.
, Liu
, L. H.
, and Tan
, H. P.
, 2004, “The Radiative Transfer in Cylindrical Medium and Partition Allocation Method by Overlap Regions
,” J. Quant. Spectrosc. Radiat. Transf.
0022-4073, 86
, pp. 343
–352
.8.
Maruyama
, S.
, and Aihara
, T.
, 1997, “Radiation Heat Transfer of Arbitrary Three-dimensional Absorbing, Emitting, and Scattering Media, and Specular and Diffuse Surfaces
,” ASME J. Heat Transfer
0022-1481, 119
, pp. 129
–136
.9.
Modest
, M. F.
, 1993, Radiative Heat Transfer
, McGraw-Hill
, New York.10.
Siegel
, R.
, and Howell
, J. R.
, 1992, Thermal Radiation Heat Transfer
, 3rd ed., Taylor & Francis
, New York.11.
Coelho
, P. J.
, and Carvalho
, M. G.
, 1997, “A Conservative Formulation of the Discrete Transfer Method
,” ASME J. Heat Transfer
0022-1481, 119
, pp. 118
–128
.12.
Ruan
, L. M.
, and Tan
, H. P.
, 2002, “Solution of Radiative Heat Transfer in Three-dimensional Inhomogeneous Scattering Media
,” ASME J. Heat Transfer
0022-1481, 124
, pp. 985
–988
.13.
Yi
, H. L.
, and Tan
, H. P.
, 2004, “Scattering Characteristics Effect on Combined Heat Transfer Through an Anisotropic Nongray Media
,” J. Quant. Spectrosc. Radiat. Transf.
0022-4073, 85
, pp. 285
–310
.14.
Ruan
, L. M.
, Tan
, H. P.
, and Yan
, Y. Y.
, 2002, “A Monte-Carlo (MC) Method Applied to the Medium with Non-gray Absorbing-emitting-anisotropic Scattering Particles and Gray Approximation
,” Numer. Heat Transfer, Part A
1040-7782, 42
, pp. 253
–268
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by American Society of Mechanical Engineers
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