00000000nam 2200000zi 4500
0019.950350
003CaOODSP
00520250529095407
006m     o  d f      
007cr bn|||||||||
008250423t19951995qucd    ob   f000 0 eng d
040 |aCaOODSP|beng|erda|cCaOODSP
0410 |aeng|beng|bfre
0861 |aD68-23/1-1995E-PDF
1001 |aRoney, P. L., |eauthor.
24512|aA theory of spectral line shape for atmospheric absorption : |bpart III : the FANO collision operator from near to far wing / |cby P.L. Roney.
250 |aUnclassified.
264 1|aValcartier, Québec : |bDefence Research Establishment = Centre de recherches pour la défense : |bDepartment of National Defence Canada, Research and Development Branch = Ministère de la Défense nationale, Bureau - recherche et développement, |c1995.
264 4|c©1995
300 |a1 online resource (v, 39 pages, 3 unnumbered pages) : |bgraphs.
336 |atext|btxt|2rdacontent
337 |acomputer|bc|2rdamedia
338 |aonline resource|bcr|2rdacarrier
4901 |aDREV - R ; |v9409
500 |a"March/mars 95."
500 |aDigitized edition from print [produced by Defence Research and Development Canada].
504 |aIncludes bibliographical references (pages 26-28).
520 |a"In this third part of A Theory of Spectral Line Shape for Atmospheric Absorption, an evaluation of the frequency dependence of the complete Fano collision operator has been made using the collision time theory developed earlier. This results in a considerable reduction of the terms in the Fano operator. An analysis of the spectral line wing shows that there are two different regimes: the near wing and the far wing. These regimes are demarcated by a turning point at a frequency displacement of kT/h. In the very far wing, beyond the turning point, the behaviour of the Fano operator changes and the effects of binary collision overlap and photon absorption into the binary collision complex become important. The line wing behaviour is corroborated qualitatively by experimental results for carbon dioxide near 4.2 um"--Abstract, page i.
546 |aIncludes abstracts in English and French.
650 0|aSpectral line formation.
650 0|aScattering (Mathematics)
650 6|aRaies spectrales.
650 6|aDispersion (Mathématiques)
7102 |aDefence Research Establishment Valcartier, |eissuing body.
7101 |aCanada. |bDepartment of National Defence. |bResearch and Development Branch, |eissuing body.
830#0|aDREV - R (1995)|v9409.|w(CaOODSP)9.943555
85640|qPDF|s1.47 MB|uhttps://publications.gc.ca/collections/collection_2025/rddc-drdc/D68-23-1-1995-eng.pdf