2002
DOI: 10.1002/jrs.844
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Raman spectroscopic and calculated vibrational wavenumbers of anion hydrates

Abstract: Direct experimental evidence of anion hydrogen bonding was examined for fluoride and other anions. The centre wavenumber of the polarized Raman band assigned to the symmetric hydrogen bond stretching mode agreed very well with ab initio calculations for all anions but fluoride, whose theoretical wavenumber was significantly higher than the spectroscopic value. Calculations were repeated at a higher level of theory but the difference persisted. The heavy water isotope shifts and the potential energy surface for… Show more

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Cited by 10 publications
(7 citation statements)
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References 12 publications
(12 reference statements)
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“…55 Likewise, Cl À in NH 4 Cl is characterized by a single band at B200 cm À1 with no discernible low-wavenumber band. 56 This assignment is qualitatively consistent with the theoretical THz spectra computed in the ionic limit (R 0 -0) with their maxima at approximately 80 cm À1 for Na + (aq.) and 200 cm À1 in the case of Cl À (aq.…”
supporting
confidence: 87%
“…55 Likewise, Cl À in NH 4 Cl is characterized by a single band at B200 cm À1 with no discernible low-wavenumber band. 56 This assignment is qualitatively consistent with the theoretical THz spectra computed in the ionic limit (R 0 -0) with their maxima at approximately 80 cm À1 for Na + (aq.) and 200 cm À1 in the case of Cl À (aq.…”
supporting
confidence: 87%
“…This mode is assigned to the restricted stretch of the H-bond between water and CO 3 2-. 36 In K 2 CO 3 solutions in heavy water we found a broad mode at 209 cm À1 and assigned it to -C-OÁÁÁD-OD.…”
Section: Resultsmentioning
confidence: 80%
“…The simple diatomic model produces an upper limit for the force constants. A slightly more refined model is the central force method applied to a linear XYZ system, in which X = Cl − , Br − , or I − and Y and Z are H and O, respectively. , The required distances were: O−H bond 0.96 Å; the X − ···H distances were 2.18 Å for Cl − , 2.43 Å for Br − , and 2.61 Å for I − . , Apart from the H-bond frequency we wish to calculate, the model requires the O−H stretch frequency (3480 cm −1 ) and a frequency for the XYZ bend. It turns out that the latter has little influence on the final H-bond frequency, so it was assumed to be equal to the water librational frequency of 550 cm −1 .…”
Section: Resultsmentioning
confidence: 99%