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首页> 外文期刊>Journal of chemical theory and computation: JCTC >Anharmonicity of Vibrational Modes in Hydrogen Chloride-Water Mixtures
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Anharmonicity of Vibrational Modes in Hydrogen Chloride-Water Mixtures

机译:氯化氢 - 水混合物中振动模式的Anharmonicity

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摘要

A thorough analysis of molecular vibrations in the binary system hydrogen chloride/water is presented considering a set of small mixed and pure clusters. In addition to the conventional normal-mode analysis based on the diagonalization of the Hessian, anharmonic frequencies were obtained from the perturbative VPT2 and PT2-VSCF method using hybrid density functional theory. For all normal modes, potential energy curves were modeled by displacing the atoms from the minimum geometry along the normal mode vectors. Three model potentials, a harmonic potential, a Morse potential, and a fourth order polynomial, were applied to fit these curves. From these data, it was possible not only to characterize distinct vibrations as mainly harmonic, anharmonic, or involving higher order terms but also to extract force constants, k, and anharmonicity constants, x(e). By investigating all different types of intramolecular vibrations including covalent stretching or bending vibrations and intermolecular vibrations such as librations, we could demonstrate that while vibrational frequencies can be obtained applying scaling factors to harmonic results, useful anharmonicity constants cannot be predicted in such a way and the usage of more elaborate vibrational methods is necessary. For each particular type of molecular vibration, we could however determine a relationship between the wavenumber or wavenumber shift and the anharmonicity constant, which allows us to estimate mode dependent anharmonicity constants for larger clusters in the future.
机译:考虑一组小混合和纯簇,提出了一组小混合和纯簇的二元体系氯化氢/水中分子振动的彻底分析。除了基于Hessian的对角化的传统正常模式分析之外,使用混合密度函数理论从扰动VPT2和PT2-VSCF方法获得Anharmonic频率。对于所有正常模式,通过沿正常模式向量从最小几何形状移位原子来建模电位能量曲线。应用三种模型电位,谐波电位,摩尔斯势和四阶多项式,以适应这些曲线。从这些数据中,不仅可以将不同的振动表征为主要谐波,非谐波,或涉及更高阶项,而且还可以提取力常数,K和Anharmonicity常数,x(e)。通过研究所有不同类型的分子内振动,包括共价拉伸或弯曲振动和分子间振动,例如缩放,虽然可以获得振动频率的较振荡因子来谐波结果,但不能以这样的方式预测有用的anharmonicity常数。需要使用更精细的振动方法。然而,对于每种特定类型的分子振动,我们可以确定波数或波数移位和anharmonicity常数之间的关系,这使我们可以在将来估计较大簇的模式依赖性anharmonicity常数。

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