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Electron affinities of the first- and second- row atoms: benchmark ab initio and density functional calculations

机译:第一和第二排原子的电子亲和力:基准从头算和密度泛函计算

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摘要

A benchmark ab initio and density functional (DFT) study has been carried out on the electron affinities of the first- and second-row atoms. The ab initio study involves basis sets of $spdfgh$ and $spdfghi$ quality, extrapolations to the 1-particle basis set limit, and a combination of the CCSD(T), CCSDT, and full CI electron correlation methods. Scalar relativistic and spin-orbit coupling effects were taken into account. On average, the best ab initio results agree to better than 0.001 eV with the most recent experimental results. Correcting for imperfections in the CCSD(T) method improves the mean absolute error by an order of magnitude, while for accurate results on the second-row atoms inclusion of relativistic corrections is essential. The latter are significantly overestimated at the SCF level; for accurate spin-orbit splitting constants of second-row atoms inclusion of (2s,2p) correlation is essential. In the DFT calculations it is found that results for the 1st-row atoms are very sensitive to the exchange functional, while those for second-row atoms are rather more sensitive to the correlation functional. While the LYP correlation functional works best for first-row atoms, its PW91 counterpart appears to be preferable for second-row atoms. Among ``pure DFT'' (nonhybrid) functionals, G96PW91 (Gill 1996 exchange combined with Perdew-Wang 1991 correlation) puts in the best overall performance. The best results overall are obtained with the 1-parameter hybrid modified Perdew-Wang (mPW1) exchange functionals of Adamo and Barone [J. Chem. Phys. {\bf 108}, 664 (1998)], with mPW1LYP yielding the best results for first-row, and mPW1PW91 for second-row atoms. Indications exist that a hybrid of the type $a$ mPW1LYP + $(1-a)$ mPW1PW91 yields better results than either of the constituent functionals.
机译:已经对第一行和第二行原子的电子亲和力进行了基准的从头算和密度泛函(DFT)研究。从头算起的研究涉及$ spdfgh $和$ spdfghi $质量的基础集,对1粒子基础集限制的外推,以及CCSD(T),CCSDT和完全CI电子相关方法的组合。考虑了标量相对论和自旋轨道耦合效应。平均而言,最佳的从头算结果与最新的实验结果相吻合,优于0.001 eV。 CCSD(T)方法中的缺陷校正可将平均绝对误差提高一个数量级,而要获得第二行原子上的准确结果,相对论校正就必不可少。后者在SCF级别上被大大高估了;对于第二行原子的精确自旋轨道分裂常数,包含(2s,2p)相关性至关重要。在DFT计算中,发现第一行原子的结果对交换功能非常敏感,而第二行原子的结果对相关功能更敏感。 LYP相关函数最适合第一行原子,而PW91对应函数似乎更适合第二行原子。在``纯DFT''(非混合)功能中,G96PW91(Gill 1996交换与Perdew-Wang 1991相关性结合)具有最佳的整体性能。总体上最好的结果是使用Adamo和Barone的1参数混合修饰的Perdew-Wang(mPW1)交换功能获得的[J.化学物理{\ bf 108},664(1998)],其中mPW1LYP对于第一行原子产生最佳结果,对于第二行原子产生mPW1PW91。有迹象表明,$ a $ mPW1LYP + $(1-a)$ mPW1PW91类型的杂合体比任何一个组成功能体都能产生更好的结果。

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