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Binding to gold(0): accurate computational methods with application to AuNH_3

机译:绑定到gold(0):适用于AuNH_3的精确计算方法

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The nature of the bonding of molecules to neutral gold atoms or surfaces is of wide interest, particularly with regard to recent molecular electronics experiments involving molecules linked to gold electrodes and nanoclusters. Here, the fundamental problem of accurate calculation of gold atom-ligand interactions is addressed, and a best-possible estimate for the binding energy of AuNH_3 is obtained via coupled-cluster and density-functional calculations using series of Gaussian, Slater, and plane-wave basis sets. Poor convergence of both coupled-cluster and density-functional calculations toward the infinite basis-set limit is obtained from the Gaussian basis sets; using Slater basis sets, convergence is more rapid while plane-wave basis sets easily reached convergence. A total of 24 Gaussian basis sets are examined, and a method is introduced for determining if a particular basis set is sufficiently balanced in its treatment of the metal and its ligand. For balanced basis sets, better estimates of the binding energy are obtained neglecting corrections for basis-set superposition error. Various treatment of relativistic effects are examined including the use of relativistic effective core potentials (RECPs), ultrasoft pseudopotentials, and all electron scalar and full-spin-orbit zero-order regular approximation calculations. While the use of RECPs has minimal affect, use of ultrasoft pseudopotentials and neglect of spin-orbit coupling both result in underestimation of the binding energy of 2-3 kcal mol~(-1) (15%-20%), as does the neglect of triples excitations in coupled-cluster theory. The PW91, B3LYP, BLYP, and LDA density functionals were investigated and of these only PW91 predicted binding energies and geometries in qualitative agreement with the coupled-cluster results. The AuNH_3 complex is found to be a realistic model for the bonding of NH_3 to a gold (111) surface, the primary differences being the prediction of charge transfer within the complex and associated significantly stronger binding. This may have profound implications for molecular electronics applications is which small gold clusters are used to represent macroscopic electrodes.
机译:分子与中性金原子或表面键合的性质引起广泛关注,尤其是在涉及与金电极和纳米团簇连接的分子的最新分子电子学实验方面。在这里,解决了精确计算金原子-配体相互作用的基本问题,并使用一系列高斯,斯拉特和平面-光子通过耦合簇和密度泛函计算获得了AuNH_3结合能的最佳估计。波基集。从高斯基集获得耦合聚类和密度函数计算朝着无限基集极限的收敛性差。使用Slater基集,收敛更快,而平面波基集很容易达到收敛。共检查了24个高斯基集,并引入了一种方法来确定特定基集在处理金属及其配体时是否充分平衡。对于平衡的基集,忽略基集叠加误差的校正,可以获得更好的结合能估计。研究了相对论效应的各种处理方法,包括相对论有效核心势(RECP),超软伪势以及所有电子标量和全自旋轨道零阶正则逼近计算。尽管RECPs的使用影响最小,但超软假电位的使用和自旋轨道耦合的忽略都会导致2-3 kcal mol〜(-1)(15%-20%)的结合能被低估。在耦合簇理论中忽略了三重激发。研究了PW91,B3LYP,BLYP和LDA密度官能团,其中只有PW91预测的结合能和几何形状与偶联簇结果定性一致。发现AuNH_3复合物是将NH_3结合到金(111)表面的现实模型,主要区别在于复合物中电荷转移的预测以及明显更强的结合。这对于分子电子学应用可能具有深远的意义,即使用小的金簇代表宏观电极。

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