Department of Chemistry and Chemical Engineering, Florida Institute of Technology, 150 W. University Blvd., Melbourne, FL 32901, USA.
Department of Chemistry, University at Buffalo, State University of New York, Buffalo, NY 14260, USA.
Molecules. 2023 Apr 15;28(8):3487. doi: 10.3390/molecules28083487.
This work analyzes the performance of 250 electronic structure theory methods (including 240 density functional approximations) for the description of spin states and the binding properties of iron, manganese, and cobalt porphyrins. The assessment employs the Por21 database of high-level computational data (CASPT2 reference energies taken from the literature). Results show that current approximations fail to achieve the "chemical accuracy" target of 1.0 kcal/mol by a long margin. The best-performing methods achieve a mean unsigned error (MUE) <15.0 kcal/mol, but the errors are at least twice as large for most methods. Semilocal functionals and global hybrid functionals with a low percentage of exact exchange are found to be the least problematic for spin states and binding energies, in agreement with the general knowledge in transition metal computational chemistry. Approximations with high percentages of exact exchange (including range-separated and double-hybrid functionals) can lead to catastrophic failures. More modern approximations usually perform better than older functionals. An accurate statistical analysis of the results also casts doubts on some of the reference energies calculated using multireference methods. Suggestions and general guidelines for users are provided in the conclusions. These results hopefully stimulate advances for both the wave function and the density functional side of electronic structure calculations.
这项工作分析了 250 种电子结构理论方法(包括 240 种密度泛函近似方法)在描述铁、锰和钴卟啉的自旋态和结合性质方面的性能。该评估采用了高水平计算数据的 Por21 数据库(来自文献的 CASPT2 参考能量)。结果表明,目前的近似方法远远未能达到 1.0 kcal/mol 的“化学精度”目标。表现最好的方法的平均无偏差误差(MUE)<15.0 kcal/mol,但对于大多数方法来说,误差至少是这个值的两倍。对于自旋态和结合能,发现半局部泛函和具有低比例精确交换的全局混合泛函问题最小,这与过渡金属计算化学的一般知识一致。具有高比例精确交换的近似方法(包括范围分离和双杂交泛函)可能导致灾难性的失败。通常,较新的近似方法比旧的泛函表现更好。对结果的准确统计分析也对使用多参考方法计算的一些参考能量提出了质疑。结论中为用户提供了建议和一般指南。这些结果有望激发电子结构计算中波函数和密度泛函两方面的进展。