2012
DOI: 10.1016/j.ijheatmasstransfer.2012.02.067
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Radiative transfer within non Beerian porous media with semitransparent and opaque phases in non equilibrium: Application to reflooding of a nuclear reactor

Abstract: Radiative transfer within non Beerian porous media with semitransparent and opaque phases in non equilibrium: Application to reflooding of a nuclear reactor. AbstractA local radiative transfer model is developed for strongly anisotropic porous media with an opaque phase and a mixture of two semitransparent phases. At the optically thick limit, the homogenized phase associated with the opaque interfaces is characterized by generalized extinction and scattering coefficients at equilibrium, a phase function and a… Show more

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Cited by 20 publications
(38 citation statements)
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References 26 publications
(58 reference statements)
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“…Most of these studies have concerned semi-transparent media. A generalization of the RTE approach (GRTE) 4 has been derived on opaque/transparent (OT) media [50,51]. Leroy and Taine [52] have also dealt with OT media including conduction and even convection in the fluid, by coupling the GRTE with the Volume Averaging Method; interesting results have been produced on an ideal simple geometry.…”
Section: Introductionmentioning
confidence: 99%
“…Most of these studies have concerned semi-transparent media. A generalization of the RTE approach (GRTE) 4 has been derived on opaque/transparent (OT) media [50,51]. Leroy and Taine [52] have also dealt with OT media including conduction and even convection in the fluid, by coupling the GRTE with the Volume Averaging Method; interesting results have been produced on an ideal simple geometry.…”
Section: Introductionmentioning
confidence: 99%
“…Statistical techniques of characterisation of the radiative properties of homogenised phases of a porous medium based on extinction cumulative distribution functions G ext ν and scattering cumulative probabilities P sc ν , have been first developed by Tancrez and Taine [1] and used in many recent works, for media with Opaque and Transparent phases [1,2,3,4,5,6] (OT case), with Opaque and Semi Transparent phases [7,8] (OST case), and for media with two Semi Transparent phases or a Semi Transparent phase and a Transparent one [9](ST2 and STT cases). A perfectly homogeneous and isotropic medium, an absorbing gas for instance, follows the extinction Beer's law: Exponential extinction, characterised by an extinction coefficient β ν .…”
mentioning
confidence: 99%
“…A perfectly homogeneous and isotropic medium, an absorbing gas for instance, follows the extinction Beer's law: Exponential extinction, characterised by an extinction coefficient β ν . A homogenised phase of porous medium can be: i) Strongly non Beerian [1,4,7,10]; It is the general case; ii) Approximately Beerian, as many 1 foams [2]; iii) Rigorously Beerian, as the space between statistically homogeneous configurations of overlapping or non overlapping spheres [1] or cylinders [9].…”
mentioning
confidence: 99%
“…The determination of the apparent radiative properties of dispersed media based on media morphology and composition becomes crucial to the accuracy of this approach. This topic has continuously attracted interest from the radiative transfer community due to its large variety of applications such as solar energy conversion [3][4][5] , nuclear technologies [6] , snow physics [7] , and medical applications [8] . The reviews of Viskanta and Mengüç [9] , Baillis and Sacadura [10] , and Bail-lis et al [11] present the theoretical approaches and experimental methodologies for the characterization of spectral, directional apparent radiative properties of particulate and realistic disperse media, such as foams, fibrous materials, various ceramics, polymer coatings containing microspheres, and aerogel super-insulations.…”
Section: Introductionmentioning
confidence: 99%
“…[1,2] ), to multiple intensities approach, previously applied to packed beds (e.g. [6,[34][35][36] ), foams (e.g. [14,18] ) and fibrous media, [33] in order to estimate the applicability of simplifying theoretical approaches for predicting radiative transfer in isotropic fibrous materials consisting of optically large fibers.…”
Section: Introductionmentioning
confidence: 99%