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首页> 外文期刊>Chemical science >A seven-dimensional quantum dynamics study of the dissociative chemisorption of H2O on Cu(111): effects of azimuthal angles and azimuthal angle-averaging
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A seven-dimensional quantum dynamics study of the dissociative chemisorption of H2O on Cu(111): effects of azimuthal angles and azimuthal angle-averaging

机译:H 2 O在Cu(111)中的分离化学吸取的七维量子动力学研究:方位角角度和方位角平均的影响

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We report the first seven-dimensional quantum dynamics study for the dissociative chemisorption of H2O on Cu(111) using the time-dependent wave-packet approach, based on an accurate nine-dimensional potential energy surface (PES), which is newly developed by neural network fitting to ~80?000 density functional theory points. This seven-dimensional quantum model allows the examination of the influence of azimuthal angles and also the investigation of the quantitative relationship between the seven-dimensional (7D) dissociation probabilities and those results calculated by the six-dimensional (6D) model with the flat surface approximation. The reactivity strongly depends on the azimuthal rotations due to different barrier heights. Very large differences are seen between the 7D dissociation probabilities and the 6D results with fixed azimuthal angles, at different fixed sites of impact, indicating that the 6D model by neglecting the azimuthal rotation can introduce substantial errors in calculating dissociation probabilities and the 7D quantum dynamics is essential to investigate the dissociation process. A new azimuthal angle-averaging approach is proposed that the 7D dissociation probability can be well reproduced by averaging 6D results over 18 azimuthal angles, in particular in low kinetic energy regions.
机译:我们报告了第一种使用时间依赖波包方法对Cu(111)上的H 2 o的解离化学吸取的第一七维量子动力学研究。精确的九维势能表面(PES),由神经网络拟合到〜80Ω·000个密度的功能理论点新开发。该七维量子模型允许检查方位角角的影响以及七维(7D)解离概率之间的定量关系的研究以及由平坦表面的六维(6D)模型计算的这些结果近似。由于不同的阻挡高度,反应性强烈取决于方位角旋转。在7D离解概率和6D结果之间看到非常大的差异,在不同的碰撞区域的不同固定站点,表明通过忽略方位角旋转的6D模型可以在计算解离概率和7D量子动态时引入大量误差研究解离过程是必不可少的。提出了一种新的方位角平均方法,提出了通过平均6D超过18方位角的结果,特别是在低动力学能量区域上进行良好再现7D离解概率。

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