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Vibrational structure theory: new vibrational wave function methods for calculation of anharmonic vibrational energies and vibrational contributions to molecular properties

机译:振动结构理论:用于计算非谐振动能量及其对分子特性的振动贡献的新型振动波函数方法

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摘要

A number of recently developed theoretical methods for the calculation of vibrational energies and wave functions are reviewed. Methods for constructing the appropriate quantum mechanical Hamilton operator are briefly described before reviewing a particular branch of theoretical methods for solving the nuclear Schrodinger equation. The main focus is on wave function methods using the vibrational self-consistent field (VSCF) as starting point, and includes vibrational configuration interaction (VCI), vibrational Moller-Plesset (VMP) theory, and vibrational coupled cluster (VCC) theory. The convergence of the different methods towards the full vibrational configuration interaction (FVCI) result is discussed. Finally, newly developed vibrational response methods for calculation of vibrational contributions to properties, energies, and transition probabilities are discussed.
机译:回顾了许多最近开发的用于计算振动能量和波函数的理论方法。在回顾解决核薛定inger方程的理论方法的特定分支之前,简要描述了构造适当的量子力学哈密顿算子的方法。主要关注于以振动自洽场(VSCF)为起点的波动函数方法,包括振动配置相互作用(VCI),振动Moller-Plesset(VMP)理论和振动耦合簇(VCC)理论。讨论了不同方法对完整振动配置相互作用(FVCI)结果的收敛性。最后,讨论了新开发的振动响应方法,用于计算振动对特性,能量和跃迁概率的影响。

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