Meshkov Vladimir V, Pazyuk Elena A, Zaitsevskii Andrei, Stolyarov Andrey V, Brühl Rüdiger, Zimmermann Dieter
Department of Chemistry, Moscow State University, 119992 Moscow, Russia.
J Chem Phys. 2005 Nov 22;123(20):204307. doi: 10.1063/1.2125747.
Direct deperturbation analysis of the highly accurate experimental rovibronic term values of the A (2)Pi approximately B (2)Sigma(+) complex of LiAr [R. Bruhl and D. Zimmermann, J. Chem. Phys. 114, 3035 (2001)] has been performed in the framework of inverted close-coupling approach implicitly adjusted to the unified treatment of the overall A approximately B coupling effect without reducing the rovibrational dimensionality. The nonlinear fitting procedure was supported by the ab initio calculations on the spin-orbit and angular coupling matrix elements between the lowest X (2)Sigma(+), A (2)Pi, and B (2)Sigma(+) states. The analytical grid mapping based on the reduced variable representation of the radial coordinate r was used to improve the efficiency of the solution of the close-coupling radial equations near the dissociation limit. The mutual A approximately X perturbation effect on the A (2)Pi term values and spin-rotation splitting of the ground state were evaluated for both (7,6)LiAr isotopomers. The resulting empirical potential-energy curves for the adiabatic A (2)Pi and B (2)Sigma(+) states, along with the refined r-dependent nonadiabatic matrix elements, reproduce the total rovibronic structure of the (7)LiAr complex with the standard deviation of 0.003 cm(-1). The mass invariance of the deperturbed electronic parameters was confirmed by the calculation of the rovibronic term values of the (6)LiAr isotopomer which coincided with their experimental counterparts within 0.004 cm(-1).
在隐式调整以统一处理整体A近似B耦合效应且不降低振转维度的反向密耦方法框架下,对LiAr的A (2)Pi近似B (2)Sigma(+)复合体的高精度实验振转电子项值进行了直接微扰分析[R. Bruhl和D. Zimmermann,《化学物理杂志》114, 3035 (2001)]。非线性拟合程序得到了关于最低X (2)Sigma(+)、A (2)Pi和B (2)Sigma(+)态之间自旋轨道和角耦合矩阵元的从头算计算的支持。基于径向坐标r的约化变量表示的解析网格映射用于提高解离极限附近密耦径向方程解的效率。对两种(7,6)LiAr同位素异构体评估了A近似X对A (2)Pi项值和基态自旋-转动分裂的相互微扰效应。绝热A (2)Pi和B (2)Sigma(+)态的所得经验势能曲线,连同精化的r相关非绝热矩阵元,以0.003 cm(-1)的标准偏差再现了(7)LiAr复合体的总振转电子结构。通过计算(6)LiAr同位素异构体的振转电子项值证实了去微扰电子参数的质量不变性,其与实验值在0.004 cm(-1)内相符。