关于双原子分子N2 O2 NO及其离子i的内配分函数。对称性和自旋考虑

Jesse C. Denton
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引用次数: 2

摘要

当遇到激发态时,转动态依赖于振动态。当遇到激发态时,振动态反过来依赖于电子态,从而也耦合了旋转态和电子态。确定双原子分子及其离子的内部配分函数的任务受到对称和自旋考虑以及预解离现象所施加的限制的影响。推导了一个因子,它代表了计算玻色-爱因斯坦和费米-狄拉克双原子分子内部配分函数所必需的对称性和自旋考虑。该因子在计算上作为旋转简并度2J + 1的乘法器。提出了两种形式的因子,一种在较低温度下使用,另一种在较高温度下使用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the internal partition functions for the diatomic molecules N2, O2, NO, and their ions—I. Symmetry and spin considerations

When excited vibrational states are encountered, the rotational states are dependent upon the vibrational states. When excited electronic states are encountered, the vibrational states, in turn, become dependent upon the electronic states, thereby also coupling the rotational states to the electronic states. The task of determining the internal partition functions of diatomic molecules and their ions is influenced by the restrictions imposed by symmetry and spin considerations and predissociation phenomena. A factor is derived which represents the symmetry and spin considerations necessary to calculating the internal partition functions for Bose-Einstein and Fermi-Dirac diatomic molecules. The factor is employed computationally as a multiplier on the rotational degeneracies, 2J + 1. Two forms of the factor are presented, one for use at lower temperatures and the other for use at higher temperatures.

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