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Effects of the Au(I)-Au(I) closed-shell attraction on the electronic and phosphorescent properties in a series of coordination compounds: A theoretical study

机译:Au(I)-Au(I)闭壳吸引对一系列配位化合物电子和磷光性质的影响:理论研究

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The Au(I)-Au(I) closed-shell or aurophilic attraction has been the subject of interest in the experimental and theoretical chemistry fields, due to the intriguing properties associated to it. The presence of phosphorescence in "aurophilic" compounds has been addressed to a wide range of applications, but it has not yet been fully understood. A theoretical study on the electronic and phosphorescent properties of the following series of dinuclear gold complexes has been performed: [Au_2(dmpm) (i-mnt)] (1), [Au_2(μ-Me-TU) (μ-dppm)] (2), and [Au_2(μ-G)(μ- dmpe)] (3). Full geometry optimizations at the second-order M?ller- Plesset perturbation theory (MP2) were carried out for each of the species. These calculations made evident that, at the ground-state geometry, the Au(I) cations allocated at the center of the ring show a short Au-Au distance below the sum of the van der Waals radii, at the range of the aurophilic attraction. An intermolecular Au(I)-Au(I) closed-shell attraction for a pair of the systems under study is found. This attraction is comparable to that of the hydrogen bonds. The phosphorescent properties experimentally observed for this series were also characterized through ab initio techniques. The obtained results allow to fit reasonably the excitation energies with the experimental data and to identify a correlation between the strength of the Au(I)-Au(I) interaction and the phosphorescent behavior.
机译:由于与之相关的迷人特性,Au(I)-Au(I)闭壳或亲金吸引物已成为实验和理论化学领域的研究热点。 “亲金的”化合物中磷光的存在已被广泛应用,但尚未完全理解。已对以下一系列双核金配合物的电子和磷光性质进行了理论研究:[Au_2(dmpm)(i-mnt)](1),[Au_2(μ-Me-TU)(μ-dppm) ](2)和[Au_2(μ-G)(μ-dmpe)](3)。对每个物种进行了二阶M?ller-Plesset微扰理论(MP2)的完整几何优化。这些计算表明,在基态几何结构中,分配在环中心的Au(I)阳离子在亲金引力范围内显示出比范德华半径之和短的Au-Au距离。 。发现了正在研究的一对系统的分子间Au(I)-Au(I)闭壳吸引。该吸引力与氢键的吸引力相当。还通过从头算技术表征了该系列实验观察到的磷光性质。获得的结果允许将激发能量与实验数据进行合理拟合,并确定Au(I)-Au(I)相互作用的强度与磷光行为之间的相关性。

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