2009
DOI: 10.1063/1.3266834
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Hybrid quantum/classical simulation of the vibrational relaxation of the bend fundamental in liquid water

Abstract: The Ehrenfest method with quantum corrections is used to describe the vibrational relaxation of the bend fundamental in liquid water. All the vibrational degrees of freedom of the water molecules are described using quantum mechanics, while the remaining translational and rotational degrees of freedom are described classically. The relaxation time obtained compares well with experiment and with relaxation times calculated using other theoretical approximations. The presence of resonant intermolecular vibration… Show more

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Cited by 15 publications
(23 citation statements)
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“…Several of such factors exist in literature. 57 As introduced by Bastida and co-workers [48][49][50][51] only the so-called standard correction factor is described below but tests with the harmonic, the Schofield, and Egelstaff variants 57 performed very similarly for the present system. To this end, the couplings between the quantum system and classical system are modified by the so-called standard temperature-dependent quantum correction factor …”
Section: Temperature-corrected Wave Packet Approachmentioning
confidence: 95%
See 4 more Smart Citations
“…Several of such factors exist in literature. 57 As introduced by Bastida and co-workers [48][49][50][51] only the so-called standard correction factor is described below but tests with the harmonic, the Schofield, and Egelstaff variants 57 performed very similarly for the present system. To this end, the couplings between the quantum system and classical system are modified by the so-called standard temperature-dependent quantum correction factor …”
Section: Temperature-corrected Wave Packet Approachmentioning
confidence: 95%
“…(38)- (40). The aforementioned approach by Bastida and coworkers [48][49][50][51] has the drawback that it does not reproduce the high-temperature limit. Therefore, we propose a modification of this scheme by introducing an additional normalization .…”
Section: Temperature-corrected Wave Packet Approachmentioning
confidence: 99%
See 3 more Smart Citations