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Why the lowest electronic excitations of rhodamines are overestimated by time-dependent density functional theory

机译:为什么rhodamines的最低电子激发因时间依赖的密度函数理论高估

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Rhodamines are widely used as laser dyes and fluorescent probes due to their excellent photophysical and photochemical properties. Previous theoretical studies have shown that the lowest excitation energies of rhodamines are overestimated systematically by time-dependent density functional theory (TDDFT). In this study, we first perform a TDDFT benchmark study with 21 exchange-correlation functionals (XCFs) on a series of rhodamines and assess the performance of different types of functional in predicting the lowest excitation energies of rhodamines. Statistical results reveal that the fraction of Hartree-Fock exchange (HFX) included in the XCF is a key parameter. Pure functionals without HFX offer the best performance, with the mean absolute error (MAE) of approximately 0.1 eV. However, they provide a wrong order of the lowest n pi* and pi pi* states and suffer from charge-transfer contamination problem for rhodamine dyes (RDs) in zwitterionic form. Among the other tested functionals, popular global hybrid functional B3LYP delivers the smallest MAE of 0.36 eV. We then perform calculations with second-order algebraic diagrammatic construction and extended multiconfiguration quasi-degenerate perturbation theory at second-order of PT expansion methods. Remarkably accurate results are obtained. We confirm that the reason for the overestimation of the lowest excitation energies of RDs by TDDFT method should be similar to that of cyanine dyes, and that double excitations contribute to this systematic deviation.
机译:若丹明被广泛地用作激光染料和荧光探针由于其优异的光物理和光化学性质。前面的理论研究已经表明,若丹明的最低激发能由时间依赖密度泛函理论(TDDFT)系统地高估。在这项研究中,我们首先用21交换相关函数(XCFs)上的一系列罗丹明的执行TDDFT基准研究和评估在预测若丹明的最低激发能不同类型的功能的性能。统计结果表明,哈特里 - 福克交换(HFX)包括在XCF分数是一个关键参数。没有HFX纯函提供最佳的性能,拥有约0.1电子伏特的平均绝对误差(MAE)。然而,他们提供的最低ñPI *和屁屁*状态的错货,从两性离子形式罗丹明染料(RDS)的电荷转移污染问题的困扰。在其他测试函,风靡全球的混合功能B3LYP提供0.36电子伏特的最小的MAE。然后,我们执行与二阶代数概略结构和扩展多组态准简并微扰理论在PT膨胀方法二阶计算。值得注意的是准确的结果得到。我们确认,通过TDDFT方法支持RDS的最低激发能高估的原因应该是类似于菁染料,以及双激发有助于这一系统偏差。

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