2006
DOI: 10.1016/j.cplett.2005.10.067
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Local structural effects on low-frequency vibrational spectrum of liquid water: The instantaneous-normal-mode analysis

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Cited by 23 publications
(18 citation statements)
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“…According to the literature [77][78][79][80][81][82][83] , the designation for the low frequency band in the Raman spectrum of liquid water observed experimentally at about 60 cm -1 is still a subject of debate; however it is now accepted that the presence of this band is due to a mixture of underlying mechanisms, including hydrogen bridge bonds and cage effects. The shoulder observed at higher frequencies for the average spectral density…”
Section: E Atomic Translational Dynamics -Spectral Densitiesmentioning
confidence: 99%
“…According to the literature [77][78][79][80][81][82][83] , the designation for the low frequency band in the Raman spectrum of liquid water observed experimentally at about 60 cm -1 is still a subject of debate; however it is now accepted that the presence of this band is due to a mixture of underlying mechanisms, including hydrogen bridge bonds and cage effects. The shoulder observed at higher frequencies for the average spectral density…”
Section: E Atomic Translational Dynamics -Spectral Densitiesmentioning
confidence: 99%
“…[12,13] Thus, it is widely accepted that the bend band is partially associated with hydrogen bonds and to the effects of the local surrounding structure. [9] The stretching band is considered to consist of both the symmetric and asymmetric stretching modes, although no experimental Raman spectroscopy evidence of the former has been published in literature. The symmetric stretch mode is predicted to be polarised while the asymmetric stretch mode is not, thus the weak polarisation of the stretching band must necessarily contain some contribution from a symmetric stretch mode.…”
mentioning
confidence: 99%
“…It is now accepted that the modes in this region are due to a mixture of underlying mechanisms, including hydrogen bridge bonds and cage (local structure) effects. [9] The second mode in the bend band was originally assigned as a result of the bifurcation of the hydrogen bond levels, [8,10,11] referred to herein as the torsion mode. [5] The origin of the bend band has been discussed in detail as caused by the strong, directional hydrogen bond network, which makes bands intense and sharp, but it alone cannot account for the transverse dynamics measured.…”
mentioning
confidence: 99%
“…65, the structures of the simulated liquids were analyzed using two methods: Voronoi tessellation 79 and H-bond configuration. As in our previous studies, [65][66][67] the molecules in a configuration were classified into either four Voronoi groups (VGs) according to the asphericity of the Voronoi polyhedron associated with each molecule 80 or ten H-bond configurations. In each type of classification, a subensemble consisted of molecules belonging to a VG or with the same H-bond configuration.…”
Section: Model Simulation and Subensemblementioning
confidence: 99%
“…Second, we classified water molecules into subensembles according to their local environments and the rotational stable-INM spectra of these subensembles were calculated. [65][66][67] Using the rotational stable-INM spectra of these subensembles, we could, therefore, examine the localstructure effects on the OH-bond orientational TCFs of water. The second-cumulant predictions, which were calculated using either the AVAF power spectra or the rotational stable-INM spectra, for the OH-bond orientational TCFs were highly consistent with the simulation results on short timescales.…”
Section: Introductionmentioning
confidence: 99%