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关于密度泛函理论交换相关泛函对小水团簇中氢键的准确性。II. 水六聚体与范德华相互作用

On the accuracy of density-functional theory exchange-correlation functionals for H bonds in small water clusters. II. The water hexamer and van der Waals interactions.

作者信息

Santra Biswajit, Michaelides Angelos, Fuchs Martin, Tkatchenko Alexandre, Filippi Claudia, Scheffler Matthias

机构信息

Fritz-Haber-Institut der Max-Planck-Gesellschaft, Faradayweg 4-6, 14195 Berlin, Germany.

出版信息

J Chem Phys. 2008 Nov 21;129(19):194111. doi: 10.1063/1.3012573.

Abstract

Second order Møller-Plesset perturbation theory at the complete basis set limit and diffusion quantum Monte Carlo are used to examine several low energy isomers of the water hexamer. Both approaches predict the so-called prism to be the lowest energy isomer, followed by cage, book, and cyclic isomers. The energies of the four isomers are very similar, all being within 10-15 meV/H(2)O. These reference data are then used to evaluate the performance of several density-functional theory exchange-correlation (xc) functionals. A subset of the xc functionals tested for smaller water clusters [I. Santra et al., J. Chem. Phys. 127, 184104 (2007)] has been considered. While certain functionals do a reasonable job at predicting the absolute dissociation energies of the various isomers (coming within 10-20 meV/H(2)O), none predict the correct energetic ordering of the four isomers nor does any predict the correct low total energy isomer. All xc functionals tested either predict the book or cyclic isomers to have the largest dissociation energies. A many-body decomposition of the total interaction energies within the hexamers leads to the conclusion that the failure lies in the poor description of van der Waals (dispersion) forces in the xc functionals considered. It is shown that the addition of an empirical pairwise (attractive) C(6)R(-6) correction to certain functionals allows for an improved energetic ordering of the hexamers. The relevance of these results to density-functional simulations of liquid water is also briefly discussed.

摘要

在完全基组极限下的二阶莫勒-普莱塞特微扰理论和扩散量子蒙特卡罗方法被用于研究水六聚体的几种低能异构体。两种方法都预测所谓的棱柱体是能量最低的异构体,其次是笼状、书本状和环状异构体。这四种异构体的能量非常接近,都在每水分子10 - 15毫电子伏特范围内。这些参考数据随后被用于评估几种密度泛函理论交换关联(xc)泛函的性能。已考虑了对较小水团簇测试的xc泛函的一个子集[I. 桑特拉等人,《化学物理杂志》127, 184104 (2007)]。虽然某些泛函在预测各种异构体的绝对解离能方面做得还算合理(误差在每水分子10 - 20毫电子伏特以内),但没有一个能预测出这四种异构体正确的能量排序,也没有一个能预测出正确的低总能异构体。所有测试的xc泛函要么预测书本状异构体要么预测环状异构体具有最大的解离能。对六聚体内总相互作用能进行多体分解得出结论,失败的原因在于所考虑的xc泛函对范德华(色散)力的描述不佳。结果表明,对某些泛函添加经验性的成对(吸引性)C(6)R(-6)校正可以改善六聚体的能量排序。还简要讨论了这些结果与液态水密度泛函模拟的相关性。

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