A radiation code based on the method of fines (MOL) solution of the discrete ordinates method (DOM) for transient three-dimensional radiative heat transfer in rectangular enclosures for use in conjunction with a computational fluid dynamics (CFD) code based on the same approach,vas developed. Assessment of the predictive accuracy of the code by benchmarking its steady-state solutions against exact solutions on one- and three-dimensional test problems shows that the MOL solution of the DOM provides accurate and computationally efficient solutions for radiative heat fluxes and source terms and call be used with confidence in conjunction with CFD codes for transient problems
Radiation models suitable for incorporation in reactive fluid flow codes are extended to calculate r...
This paper presents a numerical study on the applicability of discrete ordinates method (DOM) for ac...
The paper deals with a solution of radiation heat transfer problems in enclosures filled with nonpar...
A radiation code based on the method of lines (MOL) solution of the discrete ordinates method (DOM) ...
The discrete ordinates method (DOM) and discrete transfer method (DTM) were evaluated from the viewp...
In work, the method of discrete ordinates is applied to the solution of a problem of transfer of rad...
The finite-volume method (FVM) and the discrete ordinate method (DOM) are implemented to assess thei...
Radiative heat transfer is the dominant mode of heat transfer in many engineering problems, includin...
p.p. 967-974A two-dimensional radiation code based on the discrete ordinates method (DOM) coupled wi...
The solution accuracy of S-n or Discrete Ordinates Method (DOM) was assessed by comparing its predic...
International audienceModeling radiative heat transfer in combustion applications involving complex ...
The discrete ordinates method has evolved as a powerful tool in the analysis of radiative heat trans...
A three-dimensional radiation code based on method of lines (MOL) solution of discrete ordinates met...
A modified discrete-ordinates solution procedure is developed for radiative transfer in a three-dime...
A methodology based on the method of lines solution of discrete ordinates method for solution of the...
Radiation models suitable for incorporation in reactive fluid flow codes are extended to calculate r...
This paper presents a numerical study on the applicability of discrete ordinates method (DOM) for ac...
The paper deals with a solution of radiation heat transfer problems in enclosures filled with nonpar...
A radiation code based on the method of lines (MOL) solution of the discrete ordinates method (DOM) ...
The discrete ordinates method (DOM) and discrete transfer method (DTM) were evaluated from the viewp...
In work, the method of discrete ordinates is applied to the solution of a problem of transfer of rad...
The finite-volume method (FVM) and the discrete ordinate method (DOM) are implemented to assess thei...
Radiative heat transfer is the dominant mode of heat transfer in many engineering problems, includin...
p.p. 967-974A two-dimensional radiation code based on the discrete ordinates method (DOM) coupled wi...
The solution accuracy of S-n or Discrete Ordinates Method (DOM) was assessed by comparing its predic...
International audienceModeling radiative heat transfer in combustion applications involving complex ...
The discrete ordinates method has evolved as a powerful tool in the analysis of radiative heat trans...
A three-dimensional radiation code based on method of lines (MOL) solution of discrete ordinates met...
A modified discrete-ordinates solution procedure is developed for radiative transfer in a three-dime...
A methodology based on the method of lines solution of discrete ordinates method for solution of the...
Radiation models suitable for incorporation in reactive fluid flow codes are extended to calculate r...
This paper presents a numerical study on the applicability of discrete ordinates method (DOM) for ac...
The paper deals with a solution of radiation heat transfer problems in enclosures filled with nonpar...