Carmona-Espíndola Javier, Gázquez José L, Vela Alberto, Trickey S B
Departamento de Química , CONACYT-Universidad Autónoma Metropolitana-Iztapalapa , Av. San Rafael Atlixco 186 , Ciudad de México , 09340 , México.
Departamento de Química , Universidad Autónoma Metropolitana-Iztapalapa , Av. San Rafael Atlixco 186 , México, Ciudad de México , 09340 , México.
J Phys Chem A. 2020 Feb 20;124(7):1334-1342. doi: 10.1021/acs.jpca.9b10956. Epub 2020 Feb 6.
Two methods to calculate negative electron affinities systematically from ground-state density functional methods are presented. One makes use of the lowest unoccupied molecular orbital energy shift provided by approximate inclusion of derivative discontinuity in the nearly correct asymptotic potential (NCAP) nonempirical, constraint-based generalized gradient approximation exchange functional. The other uses a second-order perturbation calculation of the derivative discontinuity based on the NCAP exchange-correlation potential. On a set of thirty-eight molecules, NCAP leads to a rather accurate description that is improved further through the perturbation correction. The results presented show the importance of the asymptotic behavior of the exchange-correlation potential in the calculation of negative electron affinities as well as demonstrating the versatility of the NCAP functional.
本文提出了两种从基态密度泛函方法系统计算负电子亲和能的方法。一种方法利用了通过在近正确渐近势(NCAP)非经验、基于约束的广义梯度近似交换泛函中近似包含导数不连续性所提供的最低未占据分子轨道能量位移。另一种方法基于NCAP交换相关势对导数不连续性进行二阶微扰计算。在一组38个分子上,NCAP能给出相当准确的描述,通过微扰校正可进一步改进。给出的结果表明了交换相关势的渐近行为在负电子亲和能计算中的重要性,同时也证明了NCAP泛函的通用性。