首页> 外文期刊>The Journal of Chemical Physics >THE POTENTIAL ENERGY FUNCTION FOR A LIGAND SUBSTITUTION REACTION OF SQUARE-PLANAR PLATINUM(II) COMPLEX IN WATER - THE IMPORTANT ROLE OF THREE-BODY EFFECT
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THE POTENTIAL ENERGY FUNCTION FOR A LIGAND SUBSTITUTION REACTION OF SQUARE-PLANAR PLATINUM(II) COMPLEX IN WATER - THE IMPORTANT ROLE OF THREE-BODY EFFECT

机译:方形-平面铂(II)络合物在水中进行配体取代反应的势能函数-三体效应的重要作用

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The analytical potential energy function for interaction of [Pt(NH3)(3)](2+), Cl-, and H2O has been determined to describe the ligand substitution reaction: [Pt(NH3)(3)(H2O)](2+) +Cl--->[Pt(NH3)(3)Cl](+)+H2O in solution. The Honda-Kitaura potential function is used as the two-body potential function. Although the Honda-Kitaura potential reproduces the ab initio two-body interaction energy very well, the potential function that assumes pairwise additivity cannot reproduce the potential energy of the entire three-body complex because of a large repulsive three-body interaction in the strongly interacting region. We analyzed the origin of three-body energies, derived the physically meaningful potential functional forms from a perturbation theory, and fitted the ab initio three-body energies into an analytical form. The full potential function, the sum of pairwise two-body potential functions and the three-body terms, can reproduce very well the ab initio interaction energies in the entire geometrical space as well as the structures of the reaction intermediates and transition states. The results of the preliminary reaction coordinate and Monte Carlo calculation for the reaction in a cluster of water molecules are also presented. (C) 1995 American Institute of Physics. [References: 70]
机译:已确定[Pt(NH3)(3)(2 +),Cl-和H2O相互作用的分析势能函数来描述配体取代反应:[Pt(NH3)(3)(H2O)]( 2+)+ Cl ---> [Pt(NH3)(3)Cl](+)+ H2O的溶液。本田-喜多浦势函数用作两体势函数。尽管本田-希图拉势能很好地重现从头算起的两体相互作用能,但假设在成对加性中的势能函数不能重现整个三体复合物的势能,因为在强相互作用中存在很大的排斥性三体相互作用地区。我们分析了三体能量的起源,从扰动理论中得出了具有物理意义的潜在功能形式,并将从头算起的三体能量拟合为一种分析形式。完整的势函数,成对的两体势函数和三体项之和,可以很好地重现整个几何空间中的从头算起的相互作用能以及反应中间体和过渡态的结构。还介绍了在水分子簇中反应的初步反应坐标和蒙特卡洛计算的结果。 (C)1995年美国物理研究所。 [参考:70]

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