Alipour Mojtaba, Karimi Niloofar
Department of Chemistry, School of Science, Shiraz University, Shiraz 71946-84795, Iran.
J Chem Theory Comput. 2021 Jul 13;17(7):4077-4091. doi: 10.1021/acs.jctc.1c00271. Epub 2021 Jun 4.
The range-separated version of double-hybrid density functional theory (DH-DFT) with a remarkable efficiency for both ground-state and excited-state characteristics has recently come into spotlight. In this work, based on theoretical arguments, several variants of spin-opposite-scaled range-separated exchange double-hybrid models (SOS-RSX-DHs) have been proposed and validated. More specifically, we first extend the RSX-DHs to design some other related models. Next, the SOS version of the resulting approximations is constructed and thoroughly evaluated using standard benchmark compilations of various properties. It is shown that although there are properties for which the RSX-DH and SOS-RSX-DH frameworks are rival, there are still some problems particularly prone to the self-interaction error issues where our proposed models seem to be beneficial. Furthermore, some of the presented models devoid of any additional corrections can also surpass the recently proposed approximations from different rungs of "Jacob's Ladder". Nonetheless, perusing the results of different methods and detailed comparisons with the predecessors discloses that all things may not necessarily be well with the RSX and SOS-RSX schemes, where the parent DHs as well as their SOS counterparts can still come into play.
具有显著的基态和激发态特性计算效率的双杂化密度泛函理论(DH-DFT)的范围分离版本最近备受关注。在这项工作中,基于理论论证,提出并验证了自旋相反缩放范围分离交换双杂化模型(SOS-RSX-DHs)的几个变体。更具体地说,我们首先扩展RSX-DHs以设计一些其他相关模型。接下来,构建所得近似的SOS版本,并使用各种性质的标准基准汇编进行全面评估。结果表明,虽然存在RSX-DH和SOS-RSX-DH框架相互竞争的性质,但仍存在一些特别容易出现自相互作用误差问题的情况,而我们提出的模型在这些情况下似乎是有益的。此外,一些提出的模型无需任何额外校正也能超越最近从“雅各布天梯”不同层级提出的近似方法。然而,仔细研究不同方法的结果并与前人进行详细比较后发现,RSX和SOS-RSX方案并非一切都尽善尽美,其中母本DHs及其SOS对应物仍可发挥作用。