1971
DOI: 10.1080/00268977100100641
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Analysis of theν3,ν6,ν7+ν8Fermi and Coriolis interacting band system in methyl cyanide

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1974
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Cited by 31 publications
(3 citation statements)
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“…This is related to the blue shift of the fundamental , Figure b, and is also determined by the complexation shift of . Insight in this is obtained from unperturbed frequencies of monomer and complex, which were derived using the intensity method. The observed intensities of and 2 needed for the analysis were determined by least squares fitting, using Gauss/Lorentz sum functions, of the region shown in Figure (parts b and d). The resulting unperturbed frequencies are collected in Table .…”
Section: Resultsmentioning
confidence: 99%
“…This is related to the blue shift of the fundamental , Figure b, and is also determined by the complexation shift of . Insight in this is obtained from unperturbed frequencies of monomer and complex, which were derived using the intensity method. The observed intensities of and 2 needed for the analysis were determined by least squares fitting, using Gauss/Lorentz sum functions, of the region shown in Figure (parts b and d). The resulting unperturbed frequencies are collected in Table .…”
Section: Resultsmentioning
confidence: 99%
“…Matsuura analyzed the Fermi resonance between ν ±1 6 and (ν 7 + ν 8 ) ∓2 [22]. Duncan et al [23] and later Matsuura et al [24] included the Coriolis resonance between ν 6 and ν 3 in their analyses. Paso et al [6] presented the latest, fairly comprehensive and quite accurate analysis of these bands.…”
Section: Introductionmentioning
confidence: 99%
“…Fermi resonance extensively exists in stretching overtone spectra and has been quantitatively analyzed in different approaches. , Unperturbed stretching energies with Fermi resonance were obtained from interpolation and extrapolation of the Birge−Sponer plot where the stretching mode parameters are obtained from the Birge−Sponer fit of the transitions without obvious Fermi resonance. , Winther et al suggested three methods to obtain the unperturbed frequencies from the perturbed frequencies at the fundamental transition for dicyanoaccetylene . One of their methods obtains unperturbed frequencies from the intensity ratio and the corresponding perturbed frequencies. , Our approach is similar in that we obtain the unperturbed frequencies from the perturbed frequencies and relative intensities for overtones in a two-level system model.…”
Section: Introductionmentioning
confidence: 99%