Withanage Kushantha P K, Bhattarai Puskar, Peralta Juan E, Zope Rajendra R, Baruah Tunna, Perdew John P, Jackson Koblar A
Physics Department and Science of Advanced Materials Program, Central Michigan University, Mt. Pleasant, Michigan 48859, USA.
Physics Department, Temple University, Philadelphia, Pennsylvania 19122, USA.
J Chem Phys. 2021 Jan 14;154(2):024102. doi: 10.1063/5.0034545.
The Perdew-Zunger self-interaction correction (PZ-SIC) removes unphysical electron self-interaction from calculations employing standard density functional approximations. Doing so improves many computed properties, bringing them into better agreement with experimental observations or with results from high-level quantum chemistry calculations. However, while PZ-SIC generally corrects in the right direction relative to the corresponding reference values, in many cases, it over-corrects. For this reason, scaled-down versions of PZ-SIC have been proposed and investigated. These approaches have mostly employed exterior scaling in which SIC correction terms are scaled in the same way at every point in space. Recently, a new local, or interior, scaling SIC method was proposed on non-empirical grounds to restore a property of the exact, but unknown, density functional that is broken in PZ-SIC. In this approach, the scaling at each point depends on the character of the charge density at that point. However, the local scaling can be done in various ways while still restoring the behavior of the exact functional. In this work, we compare and contrast the performance of various interior scaling approaches for addressing over-corrections of calculated molecular dipole moments and atomic polarizabilities and properties that reflect the nature of the electronic charge density.
佩德韦-曾格自相互作用校正(PZ-SIC)从采用标准密度泛函近似的计算中消除了非物理的电子自相互作用。这样做改善了许多计算性质,使其与实验观测结果或高级量子化学计算结果更相符。然而,虽然PZ-SIC相对于相应参考值通常朝着正确方向校正,但在许多情况下,它会过度校正。因此,已经提出并研究了PZ-SIC的缩减版本。这些方法大多采用外部缩放,其中SIC校正项在空间的每个点以相同方式缩放。最近,基于非经验理由提出了一种新的局部(或内部)缩放SIC方法,以恢复在PZ-SIC中被破坏的精确但未知的密度泛函的一个性质。在这种方法中,每个点的缩放取决于该点电荷密度的特征。然而,局部缩放可以通过各种方式进行,同时仍能恢复精确泛函的行为。在这项工作中,我们比较并对比了各种内部缩放方法在处理计算的分子偶极矩和原子极化率以及反映电子电荷密度性质的性质的过度校正方面的性能。