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Anharmonicity of a Molecular Oscillator

机译:分子振荡器的非谐性

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The phenomenon of anharmonicity has been proved to be an effect of coupling between the change of nuclear positions in molecular vibrations (Q) and the electronic degrees of freedom as represented by the chemical potential (MU) at constant number of electrons (N).The coupling parameters have well-founded meaning in the conceptual density functional theory (DFT),first approximations to their numerical values have recently become available.The effect of coupling between normal vibrational modes also appears to be the direct consequence of the electron-nuclear coupling.To show the pure anharmonic effect,calculations for a collection of diatomic molecules have been presented.The anharmonicity,described in the present work as d~3E/dQ~3 1= 0,has been proved to be the intrinsic property of every oscillating molecular system.A small anharmonic contribution exists even for the "strong harmonic" oscillator,when for the force constant k both a = (partial derivk/partial derivkQ)_N = 0 and A = (dk/3N)Q = 0.The latter derivative of the force constant appears to be primary factor determining the anharmonic property of a molecule.An estimate of its values has been provided from the experimental data on the anharmonicity of diatomic molecules.
机译:非谐现象已被证明是分子振动(Q)中核位置变化与以恒定电子(N)表示的化学势(MU)表示的电子自由度之间的耦合效应。耦合参数在概念密度泛函理论(DFT)中具有充分的意义,最近可以得到其数值的第一近似值。正常振动模式之间的耦合效应似乎也是电子-核耦合的直接结果。为了显示纯的非谐效应,提出了一系列双原子分子的计算方法。在本文中描述为d〜3E / dQ〜3 1 = 0的非谐性被证明是每个振荡分子的固有特性。即使对于“强谐波”振荡器,当力常数k均为a =(偏导数/偏导数Q)_N = 0且A =(dk / 3N)Q = 0.力常数的后导性似乎是决定分子非谐特性的主要因素,并且根据双原子分子非谐性的实验数据对其值进行了估算。

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