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小金团簇计算的密度泛函方法的验证。

Validation of density functional methods for the calculation of small gold clusters.

机构信息

Department of Chemistry, Shanghai Key Laboratory of Molecular Catalysts and Innovative Materials, Fudan University, Shanghai 200433, People's Republic of China.

出版信息

J Phys Chem A. 2010 Sep 23;114(37):10297-308. doi: 10.1021/jp105428b.

Abstract

The performance of various density functional theory methods on the geometries and energetics of Au(2), Au(3), Au(4), and Au(5) has been systematically evaluated. The results were compared with those from experiments or high-level wave function theory methods. In the present study, spin-orbit (SO) coupling was considered. It was found that SO coupling plays a very important role in the calculation of both the atomization energies and relative stability of the isomers of gold clusters. Functionals including SO coupling effect will overestimate the atomization energies of gold clusters compared with those just including the scalar relativistic (SC) effect. On the other hand, hybrid functionals will underestimate the atomization energies compared with those of the corresponding pure functionals. For the calculation of the relative stability of the different isomers, many functionals not including SO coupling will predict the wrong stability order. In addition, SO correction to the atomization energy of the cluster (ΔE(SO)) has a weak dependence on the choice of functional. A linear relationship was established between ΔE(SO) and the number of Au atoms and Au-Au bonds in the cluster. The relationship indicates that inclusion of SO coupling will favor the isomer with more Au-Au bonds. Among all of the functionals evaluated, the SO TPSSh method has the best overall performance, and SC M06-L also performs well, although it predicts that the two isomers of Au(3) are almost degenerate in energy.

摘要

系统地评估了各种密度泛函理论方法在 Au(2)、Au(3)、Au(4)和 Au(5)的几何形状和能量方面的性能。将结果与实验或高精度波函数理论方法的结果进行了比较。在本研究中,考虑了自旋轨道(SO)耦合。结果表明,SO 耦合在计算金团簇的原子化能和异构体的相对稳定性方面起着非常重要的作用。包含 SO 耦合效应的泛函将高估金团簇的原子化能,而不仅仅是包含标量相对论(SC)效应的泛函。另一方面,杂化泛函将低估与相应纯泛函相比的原子化能。对于不同异构体相对稳定性的计算,许多不包含 SO 耦合的泛函将预测错误的稳定性顺序。此外,SO 对团簇原子化能的修正(ΔE(SO))与泛函的选择弱相关。在团簇中建立了ΔE(SO)与 Au 原子数和 Au-Au 键数之间的线性关系。该关系表明,包含 SO 耦合将有利于具有更多 Au-Au 键的异构体。在所评估的所有泛函中,SO TPSSh 方法的整体性能最佳,SC M06-L 也表现良好,尽管它预测 Au(3)的两个异构体在能量上几乎是简并的。

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