GeO分子基态和三个低空激发态的光谱参数和分子常数的MRCI研究

Deheng Shi , Hui Liu , Jinfeng Sun , Zunlue Zhu , Yufang Liu
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引用次数: 9

摘要

采用全价完全主动空间自洽场(CASSCF)方法和高精度价内收缩多参考构型相互作用(MRCI)方法,研究了GeO分子的基态和三个低空激发态,包括Σ+、Σ -和Π对称的单重态和三重态自旋多重态。用cc-pV5Z基集计算了这些状态的势能曲线。并考虑了相对论修正对等离子体的影响。考虑相对论修正的方法是使用二阶道格拉斯-克罗尔哈密顿近似。测定了10种同位素(70Ge16O、72Ge16O、73Ge16O、74Ge16O、76Ge16O、70Ge18O、72Ge18O、73Ge18O、74Ge18O、76Ge18O)的四种电子态的光谱参数(Te、D0、De、Re、ωe、ωexe、αe和Be)。将所得的光谱参数与文献报道的光谱参数进行了比较,发现所得结果与现有数据非常吻合。利用本文确定的PECs,计算了旋转量子数J = 0 (J = 0)时每种电子态的前30个振动态。当J = 0时,确定了振动能级G(υ),惯性旋转常数Bυ和离心畸变常数Dυ,这与现有的实验数据非常吻合。我们计算了10种同位素在J≤29时的低洼电子态的反振动能级。并根据过渡规则对过渡线进行求值。与已有的实验观测值进行比较,表明所提出的振动水平是可靠的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
MRCI study on spectroscopic parameters and molecular constants of ground and three low-lying excited electronic states of the GeO molecule

The ground and three low-lying excited electronic states of the GeO molecule, including Σ+, Σ and Π symmetry with singlet and triplet spin multiplicities, have been investigated employing the full valence complete active space self-consistent field (CASSCF) method followed by the highly accurate valence internally contracted multireference configuration interaction (MRCI) approach. The potential energy curves (PECs) of these states have been calculated with the cc-pV5Z basis set. And the effect on the PECs by the relativistic corrections has been taken into considerations. The way to consider the relativistic corrections is to use the second-order Douglas–Kroll Hamiltonian approximation. For the four electronic states, the spectroscopic parameters (Te, D0, De, Re, ωe, ωexe, αe and Be) of 10 isotopes (70Ge16O, 72Ge16O, 73Ge16O, 74Ge16O, 76Ge16O, 70Ge18O, 72Ge18O, 73Ge18O, 74Ge18O, 76Ge18O) have been determined. The spectroscopic parameters have been compared with those of previous investigations reported in the literature, and excellent agreement has been found between the present results and the available data. With the PECs determined here, the first 30 vibrational states for each species are computed for the four electronic states when the rotational quantum number J equals zero (J = 0). The vibrational level G(υ), inertial rotation constant Bυ and centrifugal distortion constant Dυ are determined when J = 0, which are in excellent agreement with the available experimental data. The ro-vibrational levels have been calculated for these low-lying electronic states of 10 isotopes when J  29. And the transition lines are evaluated according to the transition rule. Comparison with the available experimental observations shows that the present ro-vibrational levels are reliable.

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