1986
DOI: 10.1366/0003702864815411
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Raman Spectra of Carbon Dioxide and its Isotopic Variants in the Fermi Resonance Region. Part IV: Temperature Dependence on Q-Branch Intensities from 300 K to 650 K

Abstract: The temperature dependence of the intensities of the Q-branches in the Raman spectrum of gaseous CO2 in the Fermi resonance region was measured in the range from 300 K to 650 K. The intensity contours were reproduced by computer simulation, taking into account energy levels up to ( v1 v21 v3) = (30°0) as final states. Calibration curves are given for the determination of temperatures from the intensity distribution in the hot bands of the Raman spectrum of CO2.

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Cited by 13 publications
(4 citation statements)
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“…If rotational Raman (Δν=0) is used, such a calculation becomes intractable as rotational transitions from several vibrational levels add to the measured intensity at almost the same Raman shift. A similar argument can be extended to Rayleigh measurements [34,35], since light scattered from different vibrational states contribute to the same peak [36], or even for vibrational Raman when multiple modes are present, like in CO 2 [37,38]. Therefore, in contrast to these other techniques, vibrational Raman in N 2 requires no a priori assumption about the vibrational distribution to calculate local number density.…”
Section: Resultsmentioning
confidence: 97%
“…If rotational Raman (Δν=0) is used, such a calculation becomes intractable as rotational transitions from several vibrational levels add to the measured intensity at almost the same Raman shift. A similar argument can be extended to Rayleigh measurements [34,35], since light scattered from different vibrational states contribute to the same peak [36], or even for vibrational Raman when multiple modes are present, like in CO 2 [37,38]. Therefore, in contrast to these other techniques, vibrational Raman in N 2 requires no a priori assumption about the vibrational distribution to calculate local number density.…”
Section: Resultsmentioning
confidence: 97%
“…The CO 2 in the fluid phase is represented by the Fermi diad (Wienecke et al, 1986) at ~1283, 1386 cm -1 for 12 CO 2 and 1369, 1262 cm -1 for 13 CO 2 . Each individual resonance corresponds to the 2ν 2 and ν 1 respectively (Rosasco et al, 1975;Garrabos, 1980;Kerkhof and Olsen, 1990).…”
Section: Confocal Micro-raman Spectramentioning
confidence: 99%
“…11 The peaks at 1285 and 1389 cm −1 are due to gaseous CO 2 . 15 The peak at 2140 cm −1 corresponds to gaseous CO. 16 The Raman spectrum of the vapor gases of the electrolyte material (dimethyl carbonate:ethylene carbonate = 1:1) are associated with the peaks at 520, 926, 1764, 2497, and 2984 cm −1 . 17 Since the vapor pressure of ethylene carbonate (EC) is low, its peak intensity was weaker than that of dimethyl carbonate (DMC).…”
Section: Resultsmentioning
confidence: 99%