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A quantitative theory and computational approach for the vibrational Stark effect

机译:振动斯塔克效应的定量理论和计算方法

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Density functional theory (DFT) has been used to calculate the vibrational Stark tuning rates of a variety of nitriles and carbonyls in quantitative agreement with experimental values with a correction factor of f=1.1 for the local electric field. These calculations show that the vibrational Stark tuning rate has an anharmonic contribution and a contribution due to geometric distortions caused in the molecules due to the applied electric field. The anharmonic and geometric distortion components of the vibrational Stark tuning rate were calculated by the frequency dependence of the CN or CO stretching mode with varying applied electric fields by using the optimized structure in zero applied field or allowing the structure to optimize in the applied electric field, respectively. The changes in the calculated frequency of the CN or CO stretching mode, bond length, and dipole moment of this bond with varying applied electric fields are shown. The transition polarizability and the difference polarizability were also calculated by DFT for comparison to the experimental data on nitriles and carbonyls. The DFT calculations suggest that the sign of the transition polarizability is negative and this result in turn has an effect on the experimental data analysis since the sign of the transition polarizability is not determined by experiment. (C) 2003 American Institute of Physics. [References: 30]
机译:密度泛函理论(DFT)已用于计算各种腈和羰基的振动斯塔克调谐速率,其与实验值的定量吻合,对于局部电场的校正因子为f = 1.1。这些计算表明,斯塔克振动调谐速率具有非谐贡献,并且归因于由于施加电场而在分子中引起的几何畸变。通过在零外加电场中使用优化结构或在外加电场中优化结构,通过改变外加电场下CN或CO拉伸模式的频率依赖性来计算振动Stark调谐速率的非谐和几何畸变分量, 分别。显示了CN或CO拉伸模式的计算频率,键长和该键的偶极矩随施加的电场的变化。还通过DFT计算了跃迁极化率和差极化率,以与腈和羰基的实验数据进行比较。 DFT计算表明过渡极化率的符号为负,并且该结果反过来又对实验数据分析产生影响,因为过渡极化率的符号不是由实验确定的。 (C)2003美国物理研究所。 [参考:30]

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