Suppr超能文献

用于超分子连接建模的可靠二聚化能。

Reliable Dimerization Energies for Modeling of Supramolecular Junctions.

机构信息

Institute of Macromolecular Chemistry, Czech Academy of Sciences, Heyrovsky Square 2, 16200 Prague, Czech Republic.

出版信息

Int J Mol Sci. 2024 Jan 2;25(1):602. doi: 10.3390/ijms25010602.

Abstract

Accurate estimates of intermolecular interaction energy, Δ, are crucial for modeling the properties of organic electronic materials and many other systems. For a diverse set of 50 dimers comprising up to 50 atoms (Set50-50, with 7 of its members being models of single-stacking junctions), benchmark Δ data were compiled. They were obtained by the focal-point strategy, which involves computations using the canonical variant of the coupled cluster theory with singles, doubles, and perturbative triples [CCSD(T)] performed while applying a large basis set, along with extrapolations of the respective energy components to the complete basis set (CBS) limit. The resulting Δ data were used to gauge the performance for the Set50-50 of several density-functional theory (DFT)-based approaches, and of one of the localized variants of the CCSD(T) method. This evaluation revealed that (1) the proposed "silver standard" approach, which employs the localized CCSD(T) method and CBS extrapolations, can be expected to provide accuracy better than two kJ/mol for absolute values of Δ, and (2) from among the DFT techniques, computationally by far the cheapest approach (termed "ωB97X-3c/vDZP" by its authors) performed remarkably well. These findings are directly applicable in cost-effective yet reliable searches of the potential energy surfaces of noncovalent complexes.

摘要

准确估计分子间相互作用能 Δ 对于模拟有机电子材料和许多其他系统的性质至关重要。我们针对包含多达 50 个原子的 50 种二聚体(Set50-50,其中 7 种是单堆叠结的模型),编制了基准 Δ 数据。这些数据是通过焦点策略获得的,该策略涉及使用带有单重、双重和微扰三重的正则协变聚类理论 [CCSD(T)] 进行计算,同时应用大基组,并将各自的能量分量外推到完全基组 (CBS) 极限。使用这些得到的 Δ 数据,我们评估了几种基于密度泛函理论 (DFT) 的方法以及 CCSD(T) 方法的一种局域变体对 Set50-50 的性能。该评估表明:(1) 所提出的“银标准”方法,它采用局域 CCSD(T) 方法和 CBS 外推,预计可以提供优于 2 kJ/mol 的 Δ 绝对值精度;(2) 在 DFT 技术中,迄今为止计算成本最低的方法(作者称之为“ωB97X-3c/vDZP”)表现非常出色。这些发现可以直接应用于非共价复合物势能表面的经济有效且可靠的搜索中。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/20fe/10778993/d55a1e0b507c/ijms-25-00602-g001.jpg

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