Title :
Radiative transfer in 3-D enclosure with inhomogeneous participating medium with unstructured FVM
Author :
Xiao-ying, Zhang
Author_Institution :
Sch. of Electr. Power, South China Univ. of Technol., Guangzhou, China
Abstract :
In the present study, an unstructured finite volume method for radiative transfer in 3-D enclosure with inhomegeneous participating medium is developed. That method is applicable for complex geometry enclosure. The computational domain is divided into many tetrahedral volume cells, which is easily applied into structured or unstructured. A general discretization equation based on step scheme for spatial differencing and azimuthal discretization in angular domain was derived. In order to validated the developed unstructured finite volume method, three test cases were chosen, including a cubic enclosure with absorbing-emitting medium, an equilateral triangular enclosure with absorbing-emitting medium, a 3D L-shaped enclosure with absorbing-emitting/scattering medium. All the solutions based on the present method have a good agreement with available other solutions. Then, one case with more complex geometry, a hollow cubic enclosure with absorbing-emitting and isotropic scattering medium, was investigated. The effects of scattering albedo on wall radiative flux, incident radiation and radiative flux divergence were analyzed. It was found that the developed model is reliable and accurate and suitable for radiative transfer in complex 3-D enclosure with inhomegeneous absorbing-emitting and scattering medium.
Keywords :
finite volume methods; geometry; heat transfer; packaging; radiative transfer; scattering; 3D L-shaped enclosure; angular domain; azimuthal discretization; complex geometry enclosure; equilateral triangular enclosure; general discretization equation; hollow cubic enclosure; incident radiation; inhomegeneous absorbing-emitting medium; inhomegeneous participating medium; isotropic scattering medium; radiative flux divergence; radiative transfer; scattering albedo; spatial differencing; step scheme; tetrahedral volume cells; unstructured finite volume method; wall radiative flux; Anisotropic magnetoresistance; Difference equations; Differential equations; Finite volume methods; Furnaces; Geometry; Heat transfer; Integral equations; Optical scattering; Particle scattering; 3-D enclosure; participating medium; radiative transfer; unstructured finite volume method;
Conference_Titel :
Aerospace Conference, 2010 IEEE
Conference_Location :
Big Sky, MT
Print_ISBN :
978-1-4244-3887-7
Electronic_ISBN :
1095-323X
DOI :
10.1109/AERO.2010.5446786