首页|C2+(X4Σg-,14Σu+)离子体系解析势能函数、光谱常数和振动能级研究

C2+(X4Σg-,14Σu+)离子体系解析势能函数、光谱常数和振动能级研究

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采用多参考组态相互作用(MRCI)方法,结合aug-cc-pV6Z(AV6Z)基组,计算了 C2+(X4Σg-,14Σu+)的势能曲线,计算过程中考虑了 Davidson修正和相对论效应,并将结果外推至完备基组(CBS)的极限。基于得到的单点能量,用最小二乘法方法进行了 Murrell-Sorbie函数拟合,得到了势能函数解析式(APEF)。基于APEF,计算了C2+(X4Σg-,14Σu+)离子体系的离解能D,,平衡核间距Re,光谱常数ωe,ωe xe,Be,αe,结果与实验和其他理论计算值符合较好。通过求解双原子分子核运动的Schrödinger方程,得到了C2+(X4Σg-,14Σu+)在j=0时的振动能级。分别计算了每个振动态的惯性转动常数Bv及6个离心畸变常数Dv,Hv,Lv,Nv,Ov,画出了振动能级图像。该工作可以为后续研究工作提供数据参考。
Study on the analytical potential energy function,spectroscopic parameters and vibrational energy levels for C2+(X4Σg-,14Σu+)
The potential energy curves of C2+(X4Σg-,14Σu+)are combined with aug-cc-pV6Z(AV6Z)base group calculated using the Davidson correction and relativistic effect are considered in the calculation process.The results are extrapolated to the limit of complete basis set(CBS).The fitting potential energy curves by the Murrell-Sorbie function and least square method are in good agreement with the ab initio results,and the ana-lytical potential energy function(APEF)is obtained.Based on APEF,the dissociation energy De,equilibrium distance Re and spectroscopic parameters ωe,ωexe,Be,αe of C2+(X4Σg-,14Σu+)are calculated.The results are in good agreement with the experimental and other theoretical calculated values.By solving the Schrödinger equation of diatomic molecular nucleus motion,vibrational energy levels of C2+(X4Σg-,14Σu+)at j=0 are ob-tained.The inertial rotation constant Bv and 6 centrifugal distortion constants Dv,Hv,Lv,Mv,Nv,Ov corre-sponding to each vibration state are calculated.The vibration energy levels are plotted.It can provide data refer-ence for further research work.

Analytical potential energy functionSpectroscopic parameterVibration energy levels

陈治础、岳现房、孟凡华、满忠晓

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曲阜师范大学物理工程学院,曲阜 273165

济宁学院物理科学与智能工程学院,曲阜 273155

解析势能函数 光谱常数 振动能级

2024

原子与分子物理学报
四川大学,四川省物理学会,中国物理学会原子与分子物理专业委员会

原子与分子物理学报

北大核心
影响因子:0.296
ISSN:1000-0364
年,卷(期):2024.41(3)
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