1997
DOI: 10.1364/josaa.14.003114
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Mutual coherence and conical pattern of sources optimally excited within multilayer optics

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Cited by 37 publications
(36 citation statements)
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“…Such cavity-based features of nonresonant disorder have been observed and modeled only in the small cavity finesse case ͑thin films͒. 15,16 First consider resonantly excited excitons in 2D quantum wells: one deals with a quasi-two-dimensional electronic system, in which ideally elastically scattered excitons lie on a constant energy ring in k space. However, multiple scattering leads to a randomization of the scattered photon wave vector, with energy being conserved only between initial and final photon states.…”
mentioning
confidence: 99%
“…Such cavity-based features of nonresonant disorder have been observed and modeled only in the small cavity finesse case ͑thin films͒. 15,16 First consider resonantly excited excitons in 2D quantum wells: one deals with a quasi-two-dimensional electronic system, in which ideally elastically scattered excitons lie on a constant energy ring in k space. However, multiple scattering leads to a randomization of the scattered photon wave vector, with energy being conserved only between initial and final photon states.…”
mentioning
confidence: 99%
“…with σ g,m a modal spatial pulsation. From the admittance formalism we note that [50,51] the modal spatial pulsations σ g,m are the real poles of the reflection factor r(σ ) of the dielectric multilayer extended at higher frequencies (above the free-space limit), that is, 1/r(σ g,m ) = 0, and that these poles (when they exist) lie in the frequency range given by…”
Section: A Propagating and Evanescent Fields At Surfaces Of Periodicmentioning
confidence: 99%
“…This formula is valid in the case of single surfaces and can be generalized to simple correlated coatings, but suffers from limitations which have been overcome with the development of electromagnetic theories [4,6,16,17]. Some key points to consider are to take into account the polarization and to access to the angular repartition of the scattered intensity.…”
Section: Chania Greece 9 -12 October 2018mentioning
confidence: 99%