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Accurate Diels-Alder Reaction Energies from Efficient Density Functional Calculations

机译:通过有效的密度泛函计算获得准确的Diels-Alder反应能量

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We assess the performance of the semilocal PBE functional; its global hybrid variants; the highly parametrized empirical M06-2X and M08-SO; the range separated rCAM-B3LYP and MCY3; the atom-pairwise or nonlocal dispersion corrected semilocal PBE and TPSS; the dispersion corrected range-separated omega B97X-D; the dispersion corrected double hybrids such as PWPB9S-D3; the direct random phase approximation, dRPA, with Hartree-Fock, Perdew-Burke-Ernzerhof, and Perdew-Burke-Ernzerhof hybrid reference orbitals and the RPAX2 method based on a Perdew-Burke-Ernzerhof exchange reference orbitals for the Diels-Alder, DARC; and self-interaction error sensitive, SIE11, reaction energy test sets with large, augmented correlation consistent valence basis sets. The dRPA energies for the DARC test set are extrapolated to the complete basis set limit. CCSD(T)/CBS energies were used as a reference. The standard global hybrid functionals show general improvements over the typical endothermic energy error of semilocal functionals, but despite the increased accuracy the precision of the methods increases only slightly, and thus all reaction energies are simply shifted into the exothermic direction. Dispersion corrections give mixed results for the DARC test set. Vydrov-Van Voorhis 10 correction to the reaction energies gives superior quality results compared to the too-small D3 correction. Functionals parametrized for energies of noncovalent interactions like M08-SO give reasonable results without any dispersion correction. The dRPA method that seamlessly and theoretically correctly includes noncovalent interaction energies gives excellent results with properly chosen reference orbitals. As the results for the SIE11 test set and H-2(+) dissociation show that the dRPA methods suffer from delocalization error, good reaction energies for the DARC test set from a given method do not prove that the method is free from delocalization error. The RPAX2 method shows good performance for the DARC, the SIE11 test sets, and for the H-2(+) and H-2 potential energy curves showing no one-electron self-interaction error and reduced static correlation errors at the same time. We also suggest simplified DARC6 and SIE9 test sets for future benchmarking.
机译:我们评估了半本地PBE功能的性能;其全球混合变体;高度参数化的经验型M06-2X和M08-SO; rCAM-B3LYP和MCY3分开的范围;原子对或非局部色散校正的半局部PBE和TPSS;色散校正的以范围分隔的omega B97X-D;分散校正双杂种,如PWPB9S-D3;使用Hartree-Fock,Perdew-Burke-Ernzerhof和Perdew-Burke-Ernzerhof混合参考轨道的直接随机相位近似dRPA,以及基于Diels-Alder,DARC的Perdew-Burke-Ernzerhof交换参考轨道的RPAX2方法。 ;以及对自我互动错误敏感的SIE11反应能量测试集,具有大的,增强的相关一致价基集。 DARC测试装置的dRPA能量被外推到完整的基准设定极限。 CCSD(T)/ CBS能量用作参考。标准的全局混合泛函显示出比半局部泛函的典型吸热能误差大的改善,但尽管提高了准确性,但该方法的精度仅略有提高,因此所有反应能都简单地转移到了放热方向。色散校正为DARC测试集提供了混合结果。与过小的D3校正相比,Vydrov-Van Voorhis 10对反应能的校正提供了优异的质量结果。对非共价相互作用的能量进行参数化的功能(例如M08-SO)可给出合理的结果,而无需任何色散校正。在理论上正确地无缝包含非共价相互作用能的dRPA方法在正确选择参考轨道的情况下可提供出色的结果。由于SIE11测试集和H-2(+)解离的结果表明dRPA方法存在离域误差,对于给定方法的DARC测试集,良好的反应能量不能证明该方法没有离域误差。 RPAX2方法对于DARC,SIE11测试仪以及H-2(+)和H-2势能曲线显示出良好的性能,该曲线显示无单电子自相互作用误差,同时减少了静态相关误差。我们还建议简化DARC6和SIE9测试集,以备将来进行基准测试。

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