首页> 外文期刊>International Journal of Quantum Chemistry >Ab initio calculations and modeling of three-dimensional adiabatic and diabatic potential energy surfaces of F(P-2)center dot center dot center dot H-2((1)Sigma(+)) Van der Waals complex
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Ab initio calculations and modeling of three-dimensional adiabatic and diabatic potential energy surfaces of F(P-2)center dot center dot center dot H-2((1)Sigma(+)) Van der Waals complex

机译:F(P-2)中心点中心点中心点中心点中心点H-2((1)Sigma(+))Van der Waals络合物的三维绝热和非绝热势能面的从头计算和建模

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Three lowest diabatic potential energy surfaces for the F(P-2) + H-2 Van der Waals complex are derived from accurate ab initio calculations of the T-shaped (C-2v) and collinear geometries (C-infinityv), at the coupled-cluster single, double, and noniterative triple excitations [CCSD(T)] level of theory with a large basis set. For the intermediate geometries the angular dependence is modeled by a simple Legendre-polynomial interpolation. The nonadiabatic coupling (off-diagonal derivative) matrix element, and the fourth, off-diagonal, diabatic surface are determined by separate multireference configuration interaction (MR-CI) calculations with a somewhat smaller basis set. Three adiabatic potential energy surfaces (PESs) are also obtained, by diagonalizing the total Hamiltonian in the diabatic basis. Both the nonrelativistic and relativistic (including spin-orbit coupling) PESs are evaluated. They are found to be in very good agreement with the entrance channel of the ASW PESs (Alexander, Manolopoulos, and Werner, J Chem Phys 2000, 113, 11084). The dependence of the PESs on the H-2 stretching coordinate is also incorporated and analyzed. (C) 2002 Wiley Periodicals, Inc. [References: 51]
机译:F(P-2)+ H-2 Van der Waals络合物的三个最低绝热势能面是从T形(C-2v)和共线几何形状(C-infinityv)的精确从头算起得出的。具有大基础集的耦合集群单,双和非迭代三重激发[CCSD(T)]理论水平。对于中间几何形状,通过简单的勒让德多项式插值对角度依赖性进行建模。非绝热耦合(非对角导数)矩阵元素和第四非对角非绝热表面是通过单独的多参考配置相互作用(MR-CI)计算确定的,且基数较小。通过在非绝热基础上将总哈密顿量对角化,还可以获得三个绝热势能面(PESs)。非相对论和相对论(包括自旋-轨道耦合)PES都经过评估。发现它们与ASW PES的入口通道非常吻合(Alexander,Manolopoulos和Werner,J Chem Phys 2000,113,11084)。还结合并分析了PES对H-2拉伸坐标的依赖性。 (C)2002 Wiley Periodicals,Inc. [参考:51]

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