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二元合金金团中 M-S 键(m = Au、Ag 和 Cu)的本质和强度。

Nature and strength of M-S bonds (m = Au, Ag, and Cu) in binary alloy gold clusters.

机构信息

Chemistry Department College of Sciences, Shiraz University, P.O. Box 71454, Shiraz, Iran.

出版信息

J Phys Chem A. 2010 Sep 2;114(34):9212-21. doi: 10.1021/jp100423b.

Abstract

The interactions of pure (Au(k), Ag(k), and Cu(k); k = 1-3) and binary alloy (Au(n)Ag(m) and Au(n)Cu(m); m + n = k <or= 3) metal clusters with hydrogen sulfide (H(2)S) have been investigated by using density functional theory (BP86, B3LYP, and CAM-B3LYP) and ab initio methods (MP2 and CCSD(T)), with a focus on the nature of metal-sulfur bonds. Binding energy calculations indicate that for pure metal clusters, the tendency of metal to interact with H(2)S has the order of Au > Cu > Ag. In binary alloy clusters, alloying Au(k) with copper and silver decreases the attraction of Au toward H(2)S, while alloying Ag(k) and Cu(k) by gold increases the attraction of Ag and Cu toward H(2)S, significantly. Dissociation energy values for isolated metal clusters specify the more favorable formation of binary alloy clusters (Au(n)Ag(m) and Au(n)Cu(m)) over pure ones. The nature of M-S bonds (M = Au, Ag, and Cu) is also interpreted by means of the quantum theory of atoms in molecules (QTAIM), natural bond orbital (NBO), and energy decomposition analysis (EDA). According to these theories, the M-S bonds are found to be partially electrostatic and partially covalent. EDA results identify that these bonds have less than 35% covalent character and more than 65% electrostatic, and the covalent character increases in different metals in the order Au > Cu > Ag.

摘要

纯(Au(k)、Ag(k)和 Cu(k);k = 1-3)和二元合金(Au(n)Ag(m)和 Au(n)Cu(m);m + n = k <= 3)金属簇与硫化氢(H(2)S)的相互作用已通过使用密度泛函理论(BP86、B3LYP 和 CAM-B3LYP)和从头算方法(MP2 和 CCSD(T))进行了研究,重点是金属-硫键的性质。结合能计算表明,对于纯金属簇,金属与 H(2)S 相互作用的趋势顺序为 Au > Cu > Ag。在二元合金簇中,金与铜和银合金化降低了 Au 对 H(2)S 的吸引力,而 Au 与 Ag(k)和 Cu(k)合金化增加了 Ag 和 Cu 对 H(2)S 的吸引力,这非常显著。孤立金属簇的离解能值指定二元合金簇(Au(n)Ag(m)和 Au(n)Cu(m))比纯金属簇更有利于形成。M-S 键(M = Au、Ag 和 Cu)的性质也通过分子中的原子量子理论(QTAIM)、自然键轨道(NBO)和能量分解分析(EDA)来解释。根据这些理论,发现 M-S 键部分是静电的,部分是共价的。EDA 结果表明,这些键的共价性质小于 35%,静电性质大于 65%,并且在 Au > Cu > Ag 顺序中,这些键的共价性质在不同金属中增加。

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