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广泛的含时密度泛函理论基准测试:有机分子的单重激发态

Extensive TD-DFT Benchmark: Singlet-Excited States of Organic Molecules.

作者信息

Jacquemin Denis, Wathelet Valérie, Perpète Eric A, Adamo Carlo

机构信息

Groupe de Chimie-Physique Théorique et Structurale, Facultés Universitaires Notre-Dame de la Paix, rue de Bruxelles, 61, B-5000 Namur, Belgium, and Ecole Nationale Supérieure de Chimie de Paris, Laboratoire Electrochimie et Chimie Analytique, UMR CNRS-ENSCP no. 7575, 11, rue Pierre et Marie Curie, F-75321 Paris Cedex 05, France.

出版信息

J Chem Theory Comput. 2009 Sep 8;5(9):2420-35. doi: 10.1021/ct900298e. Epub 2009 Aug 11.

DOI:10.1021/ct900298e
PMID:26616623
Abstract

Extensive Time-Dependent Density Functional Theory (TD-DFT) calculations have been carried out in order to obtain a statistically meaningful analysis of the merits of a large number of functionals. To reach this goal, a very extended set of molecules (∼500 compounds, >700 excited states) covering a broad range of (bio)organic molecules and dyes have been investigated. Likewise, 29 functionals including LDA, GGA, meta-GGA, global hybrids, and long-range-corrected hybrids have been considered. Comparisons with both theoretical references and experimental measurements have been carried out. On average, the functionals providing the best match with reference data are, one the one hand, global hybrids containing between 22% and 25% of exact exchange (X3LYP, B98, PBE0, and mPW1PW91) and, on the other hand, a long-range-corrected hybrid with a less-rapidly increasing HF ratio, namely LC-ωPBE(20). Pure functionals tend to be less consistent, whereas functionals incorporating a larger fraction of exact exchange tend to underestimate significantly the transition energies. For most treated cases, the M05 and CAM-B3LYP schemes deliver fairly small deviations but do not outperform standard hybrids such as X3LYP or PBE0, at least within the vertical approximation. With the optimal functionals, one obtains mean absolute deviations smaller than 0.25 eV, though the errors significantly depend on the subset of molecules or states considered. As an illustration, PBE0 and LC-ωPBE(20) provide a mean absolute error of only 0.14 eV for the 228 states related to neutral organic dyes but are completely off target for cyanine-like derivatives. On the basis of comparisons with theoretical estimates, it also turned out that CC2 and TD-DFT errors are of the same order of magnitude, once the above-mentioned hybrids are selected.

摘要

为了对大量泛函的优点进行具有统计学意义的分析,我们进行了广泛的含时密度泛函理论(TD-DFT)计算。为实现这一目标,我们研究了一组非常庞大的分子(约500种化合物,>700个激发态),涵盖了广泛的(生物)有机分子和染料。同样,我们考虑了29种泛函,包括LDA、GGA、meta-GGA、全局杂化泛函和长程校正杂化泛函。我们将计算结果与理论参考值和实验测量值进行了比较。平均而言,与参考数据匹配最佳的泛函,一方面是包含22%至25%精确交换的全局杂化泛函(X3LYP、B98、PBE0和mPW1PW91),另一方面是HF比率增长较慢的长程校正杂化泛函,即LC-ωPBE(20)。纯泛函的一致性往往较差,而包含较大比例精确交换的泛函往往会显著低估跃迁能。对于大多数处理的情况,M05和CAM-B3LYP方案的偏差相当小,但至少在垂直近似范围内,并不优于X3LYP或PBE0等标准杂化泛函。使用最优泛函时,平均绝对偏差小于0.25 eV,不过误差显著取决于所考虑的分子或状态子集。例如,PBE0和LC-ωPBE(20)对于与中性有机染料相关的228个状态的平均绝对误差仅为0.14 eV,但对于类似花青的衍生物则完全偏离目标。基于与理论估计的比较,还发现一旦选择了上述杂化泛函,CC2和TD-DFT的误差量级相同。

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