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The calculation of vibrational energy levels of polyatomic molecules including anharmonic effect using contact transformation perturbation method

机译:接触变换扰动法计算包括非谐效应在内的多原子分子的振动能级

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Using contact transformation perturbation method based on the Taylor expansion of the potential energy function in terms of dimensionless normal coordinates up to sixth-order, the vibrational energy levels in terms of force constants are derived. The contact transformation theory has been applied to simplify the calculation of perturbation effects. To calculate the second-order vibrational energy correction, the third and fourth-order terms of potential function have been placed in the first-order perturbation Hamiltonian and the second-order Hamiltonian contains hexatic ones. We present expressions which give relations between the fourth- and sixth-order terms in dimensionless normal coordinates of the potential and the anharmonicity coefficients. For illustration, a set of vibrational energies levels of SO_2, and H _2O molecules including anharmonic effects has been calculated.
机译:使用基于势能函数的泰勒展开的接触变换扰动方法,以无量纲法向坐标为单位直至六阶,得出了以力常数为单位的振动能级。接触变换理论已被应用来简化扰动效应的计算。为了计算二阶振动能量校正,势函数的三阶和四阶项已放置在一阶扰动哈密顿量中,而二阶哈密顿量包含六次函数。我们提出了在势和非调和系数的无量纲正态坐标中给出四阶和六阶项之间关系的表达式。为了说明,已经计算了包括非谐波效应的一组SO_2和H_2O分子的振动能级。

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