Garcia Javier, Szalewicz Krzysztof
Department of Physics and Astronomy , University of Delaware , Newark , Delaware 19716 , United States.
J Phys Chem A. 2020 Feb 13;124(6):1196-1203. doi: 10.1021/acs.jpca.9b11900. Epub 2020 Jan 30.
The Hartree-Fock plus dispersion plus first-order correlation (HFDc) method consists in augmenting the HF interaction energy by the correlation part of the first-order interaction energy and the second-order dispersion and exchange-dispersion energies. All of the augmentation terms are computed using the symmetry-adapted perturbation theory based on density functional theory description of monomers [SAPT(DFT)]; thus, HFDc is a fully ab initio method. A partly empirical version of this method, HFDc, uses a damped asymptotic expansion for the dispersion plus exchange-dispersion term fitted to SAPT(DFT) ab initio values. The HFDc interaction energies for dimers in the S22, S66, S66x8, NCCE31, IonHB, and UD-ARL benchmark data sets are more accurate than those given by most ab initio methods with comparable costs. HFDc can be used routinely for dimers with nearly 200 atoms, such as included in the S12L benchmark set, giving results comparable to those obtained by the most expensive methods applicable.
哈特里-福克加色散加一级关联(HFDc)方法是通过一级相互作用能的关联部分以及二级色散和交换-色散能来增强HF相互作用能。所有增强项均使用基于单体密度泛函理论描述的对称适配微扰理论[SAPT(DFT)]进行计算;因此,HFDc是一种完全从头算方法。该方法的一个部分经验版本HFDc,对色散加交换-色散项使用了拟合到SAPT(DFT)从头算值的阻尼渐近展开。S22、S66、S66x8、NCCE31、IonHB和UD-ARL基准数据集二聚体的HFDc相互作用能比大多数成本相当的从头算方法给出的结果更准确。HFDc可常规用于包含近200个原子的二聚体,如S12L基准集中的二聚体,其结果与最昂贵适用方法得到的结果相当。