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水二聚体中OH伸缩跃迁的计算能带分布。

Calculated band profiles of the OH-stretching transitions in water dimer.

作者信息

Garden Anna L, Halonen Lauri, Kjaergaard Henrik G

机构信息

Department of Chemistry, University of Otago, P.O. Box 56, Dunedin 9054, New Zealand.

出版信息

J Phys Chem A. 2008 Aug 14;112(32):7439-47. doi: 10.1021/jp802001g. Epub 2008 Jul 18.

DOI:10.1021/jp802001g
PMID:18636719
Abstract

We have calculated the band profiles of the OH-stretching fundamental and overtone transitions in the proton donor unit of the water dimer complex. We have used a local mode Hamiltonian that includes both OH-stretching and OO-stretching motion but separates these adiabatically. The variation of OH-stretching frequency and anharmonicity with OO displacement from equilibrium contributes to the effective OO-stretching potentials for each OH-stretching state. The resulting OO-stretching energy levels and wave functions are used to simulate the vibrational profile of each OH-stretching transition. The coupled cluster with singles, doubles, and perturbative triples ab initio method with an augmented triple-zeta correlation consistent basis set has been used to obtain the necessary parameters, potentials, and dipole moment functions. We find that the OO-stretching transitions associated with a given hydrogen bonded OH-stretching transition are spread significantly and this spread increases with overtone. The spread is minor for the free OH-stretching transition. The inclusion of the OO-stretching mode has a limited effect on the overall OH-stretching band intensity.

摘要

我们计算了水二聚体复合物质子供体单元中OH伸缩基频和倍频跃迁的能带分布。我们使用了一种局域模哈密顿量,它既包括OH伸缩运动,也包括OO伸缩运动,但将它们绝热分离。OH伸缩频率和非谐性随OO相对于平衡位置位移的变化,对每个OH伸缩态的有效OO伸缩势有贡献。由此得到的OO伸缩能级和波函数用于模拟每个OH伸缩跃迁的振动分布。采用含单双激发和微扰三激发的耦合簇从头算方法,并使用了一个增强的三ζ相关一致基组来获得必要的参数、势和偶极矩函数。我们发现,与给定氢键OH伸缩跃迁相关的OO伸缩跃迁分布显著,且这种分布随倍频增加。对于自由OH伸缩跃迁,这种分布较小。包含OO伸缩模式对整体OH伸缩带强度的影响有限。

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Calculated band profiles of the OH-stretching transitions in water dimer.水二聚体中OH伸缩跃迁的计算能带分布。
J Phys Chem A. 2008 Aug 14;112(32):7439-47. doi: 10.1021/jp802001g. Epub 2008 Jul 18.
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