Dispersion relations and phase retrieval ...
Document type :
Article dans une revue scientifique: Article original
DOI :
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Title :
Dispersion relations and phase retrieval in infrared reflection spectra analysis
Author(s) :
Brun, Jean-Francois [Auteur]
Centre de recherches sur les matériaux à haute température [CRMHT]
De Sousa Meneses, Domingos [Auteur]
Centre de recherches sur les matériaux à haute température [CRMHT]
Rousseau, Benoit [Auteur]
Centre de recherches sur les matériaux à haute température [CRMHT]
Echegut, Patrick [Auteur]
Centre de recherches sur les matériaux à haute température [CRMHT]
Centre de recherches sur les matériaux à haute température [CRMHT]
De Sousa Meneses, Domingos [Auteur]
Centre de recherches sur les matériaux à haute température [CRMHT]
Rousseau, Benoit [Auteur]
Centre de recherches sur les matériaux à haute température [CRMHT]
Echegut, Patrick [Auteur]
Centre de recherches sur les matériaux à haute température [CRMHT]
Journal title :
Applied Spectroscopy Reviews
Volume number :
55
Pages :
774-780
Publication date :
2001-06
English abstract : [en]
A variant of the maximum entropy method (MEM), recently developed by Vartiainen et al., is proposed for infrared reflectivity spectra analysis. The procedure uses a new interpolation algorithm to estimate the so-called ...
Show more >A variant of the maximum entropy method (MEM), recently developed by Vartiainen et al., is proposed for infrared reflectivity spectra analysis. The procedure uses a new interpolation algorithm to estimate the so-called error phase that is the key step of the model. As shown by several examples, this approach is a good alternative to the well known Kramers–Kronig phase retrieval relation for the determination of the dielectric function and proved to be particularly efficient in dealing with conductor materials.Show less >
Show more >A variant of the maximum entropy method (MEM), recently developed by Vartiainen et al., is proposed for infrared reflectivity spectra analysis. The procedure uses a new interpolation algorithm to estimate the so-called error phase that is the key step of the model. As shown by several examples, this approach is a good alternative to the well known Kramers–Kronig phase retrieval relation for the determination of the dielectric function and proved to be particularly efficient in dealing with conductor materials.Show less >
Language :
Anglais
Peer reviewed article :
Oui
Audience :
Internationale
Collections :
Submission date :
2023-10-24T09:16:30Z
2023-11-17T10:36:51Z
2023-11-17T10:36:51Z