1970
DOI: 10.1063/1.1673398
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Infrared and Raman Investigation of Condensed Phases of Methylamine and Its Deuterium Derivatives

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Cited by 8 publications
(7 citation statements)
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“…Acta 7, 80 (1967). VOLUME 56, NUMBER 11 1 JUNE 1972 Raman Spectra of Gaseous CHaND2' C 2H 5ND 2, and n-C aH 7 The Raman spectra of gaseous CHaND" C2Hr,ND" and n-C3H7ND2, as well as the Raman and the infrared spectra of gaseous CH3NHD, have been measured and analyzed with respect to the amino group vibrations. The asymmetric position of the ND stretching vibration of CHaNHD relative to the ND2 stretching vibrations of CHaNDz is explained by Fermi resonance of the symmetric ND2 stretching vibration with the overtone of the ND2 deformational vibration.…”
mentioning
confidence: 99%
“…Acta 7, 80 (1967). VOLUME 56, NUMBER 11 1 JUNE 1972 Raman Spectra of Gaseous CHaND2' C 2H 5ND 2, and n-C aH 7 The Raman spectra of gaseous CHaND" C2Hr,ND" and n-C3H7ND2, as well as the Raman and the infrared spectra of gaseous CH3NHD, have been measured and analyzed with respect to the amino group vibrations. The asymmetric position of the ND stretching vibration of CHaNHD relative to the ND2 stretching vibrations of CHaNDz is explained by Fermi resonance of the symmetric ND2 stretching vibration with the overtone of the ND2 deformational vibration.…”
mentioning
confidence: 99%
“…The origin of these two components may be analogous to what is seen in liquid and solid methylamine where the overtone of ν 4 (δ­(NH 2 )) is in Fermi resonance with ν 1. Wolff has assigned peaks at 3290 and 3207 cm –1 in liquid methylamine to ν 1 and 2ν 4 of hydrogen-bonded (associated) molecules, whereas in crystalline methylamine, he has assigned peaks at 3260 and 3200 cm –1 to 2ν 4 and ν 1 , respectively, without explanation for the reversed assignments . In condensed phases, the presence of hydrogen-bonding can greatly complicate assignment of vibrational peaks, and distinctly different N–H bonds can be identified depending on whether or not they participate in hydrogen bonding to neighboring molecules.…”
Section: Resultsmentioning
confidence: 99%
“…Wolff lists four peaks in the C−H stretch region for crystalline methylamine, with the two lowest frequency ones at 2879 and 2800 cm −1 due to a Fermi resonance between 2ν 6 and ν 3 , where ν 6 is the symmetric CH 3 deformation and ν 3 is the symmetric CH 3 stretch. 49 Wolff also disputes the assignments of Durig et al 48 of the two higher frequency peaks at 2961 and 2942, which he assigns instead to the ν 11 and ν 2 fundamentals. Although we follow Wolff's assignments in Table 1, the ν 11 fundamental should not be symmetry-allowed for the assumed adsorption geometry of a Gray et al 52 The values of 1455 and 1195 cm −1 were not directly observed for ν 13 and ν with the assumption that it has been red-shifted relative to its value in the solid through its interaction with the Ru surface.…”
Section: Computational Detailsmentioning
confidence: 93%
“…The 3000 -2750 cm −1 region contains the methylamine ice features assigned to the CH 3 stretch mode and overtones of the CH 3 deformation modes. In pure methylamine, the bands in this region are strong, including the overtone modes, whose intensities are enhanced due to Fermi resonance (Durig et al 1968;Wolff 1970;Lavalley & Sheppard 1972).…”
Section: Pure Methylamine Icementioning
confidence: 99%
“…Many solid-state routes have been shown to result in CH 3 NH 2 formation, and given its relevance as an amino acid precursor, it is essential to study this species' solidstate spectral features. The mid-IR spectrum of solid CH 3 NH 2 has been reported in the literature in pure form and isolated in Ar and Kr matrices (Durig et al 1968;Wolff 1970;Durig & Zheng 2001). The infrared spectra of some CH 3 NH 2 -containing ices are reported in previous works (Bossa et al 2009;Kayi et al 2011;Vinogradoff et al 2013), but a systematic study of the mid-infrared spectrum of methylamine recorded for different astrochemical relevant conditions is still lacking.…”
Section: Introductionmentioning
confidence: 99%