Spectral mapping method based on intervals ...
Document type :
Article dans une revue scientifique: Article original
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Title :
Spectral mapping method based on intervals of comonotonicity for modelling of radiative transfer in non-uniform gaseous media
Author(s) :
Andre, Frederic [Auteur]
Centre d'Energétique et de Thermique de Lyon [CETHIL]
Solovjov, Vladimir P. [Auteur]
Brigham Young University [BYU]
Webb, Brent W. [Auteur]
Brigham Young University [BYU]
Galtier, Mathieu [Auteur]
Centre d'Energétique et de Thermique de Lyon [CETHIL]
Dubuisson, Philippe [Auteur]
Laboratoire d'Optique Atmosphérique (LOA) - UMR 8518
Centre d'Energétique et de Thermique de Lyon [CETHIL]
Solovjov, Vladimir P. [Auteur]
Brigham Young University [BYU]
Webb, Brent W. [Auteur]
Brigham Young University [BYU]
Galtier, Mathieu [Auteur]
Centre d'Energétique et de Thermique de Lyon [CETHIL]
Dubuisson, Philippe [Auteur]
Laboratoire d'Optique Atmosphérique (LOA) - UMR 8518
Journal title :
Journal of Quantitative Spectroscopy and Radiative Transfer
Abbreviated title :
J. Quant. Spectrosc. Radiat. Transf.
Volume number :
229
Publication date :
2019-05-01
ISSN :
0022-4073
English keyword(s) :
Gas radiation
Non-uniform
Spectral mapping method (SMM)
Intervals of comonotonicity
Comonotonic spectra
Ck
CKD
Non-uniform
Spectral mapping method (SMM)
Intervals of comonotonicity
Comonotonic spectra
Ck
CKD
HAL domain(s) :
Physique [physics]
English abstract : [en]
The aim of this work is to describe a Spectral Mapping Method (SMM) to split spectral intervals into smaller sets of wavenumbers, called intervals of comonotonicity, over which gas spectra in distinct states are rigorously ...
Show more >The aim of this work is to describe a Spectral Mapping Method (SMM) to split spectral intervals into smaller sets of wavenumbers, called intervals of comonotonicity, over which gas spectra in distinct states are rigorously linked through a strictly increasing function. Over small intervals of comonotonicity, the proposed method becomes, in theory, exact. The step-by-step process of construction of intervals of comonotonicity is described and explained. The present work focuses on the two-cell problem. Despite its full generality for the treatment of the blurring effect in k-distribution approaches, the strength of the method is illustrated: 1/ with a high number of subintervals on an IR signature configuration, widely recognized as among the most challenging in band model theory; 2/ with only two subintervals, in a highly non-uniform two-cell configuration. Comparisons with reference Line-By-Line calculations and a mapping technique founded on a scaled map illustrate its relevance for radiative heat transfer and spectroscopic applications.Show less >
Show more >The aim of this work is to describe a Spectral Mapping Method (SMM) to split spectral intervals into smaller sets of wavenumbers, called intervals of comonotonicity, over which gas spectra in distinct states are rigorously linked through a strictly increasing function. Over small intervals of comonotonicity, the proposed method becomes, in theory, exact. The step-by-step process of construction of intervals of comonotonicity is described and explained. The present work focuses on the two-cell problem. Despite its full generality for the treatment of the blurring effect in k-distribution approaches, the strength of the method is illustrated: 1/ with a high number of subintervals on an IR signature configuration, widely recognized as among the most challenging in band model theory; 2/ with only two subintervals, in a highly non-uniform two-cell configuration. Comparisons with reference Line-By-Line calculations and a mapping technique founded on a scaled map illustrate its relevance for radiative heat transfer and spectroscopic applications.Show less >
Language :
Anglais
Audience :
Internationale
Popular science :
Non
Administrative institution(s) :
CNRS
Université de Lille
Université de Lille
Collections :
Submission date :
2024-01-30T11:45:53Z
2024-02-21T10:18:59Z
2024-02-21T10:18:59Z