Tamura Hiroyuki
Research Center for Advanced Science and Technology, The University of Tokyo, 4-6-1 Komaba, Meguro-ku, Tokyo 153-8904 Japan.
J Phys Chem A. 2020 Oct 1;124(39):7943-7949. doi: 10.1021/acs.jpca.0c06835. Epub 2020 Sep 21.
Triplet exciton transfer (TET) and triplet-triplet annihilations (TTAs) in anthracene derivatives, namely, one of the polymorphs of 9,10-bis(triisopropylsilylethynyl)anthracene (TIPS-ANTp) and 1,2,3,4-tetrafluoro-5,8-bis(trimethylsilylethynyl)anthracene (F4-TMS-ANT), are analyzed theoretically. The electronic couplings for TET and TTA are evaluated by means of the diabatization scheme in conjunction with the time-dependent density functional theory and the multireference second-order Møller-Plesset method. The TET rate is estimated on the basis of Fermi's golden rule considering the Franck-Condon factor of intramolecular modes. TTA is analyzed by means of quantum dynamics calculations with the multiconfiguration time-dependent Hartree method. TET in the cofacially stacked F4-TMS-ANT is faster than that of the slip-stacked TIPS-ANTp. In the anthracene derivatives, a singlet exciton is lower in energy than a pair of triplets. F4-TMS-ANT can exhibit an ultrafast TTA via the superexchange pathway mediated by higher lying charge transfer (CT) states, owing to strong electronic couplings. In contrast, TIPS-ANTp exhibits an inefficient TTA via the direct pathway with a small two-electron coupling. The cofacial stacking decreases the energy gap to the intermediate CT states, thereby facilitating TET and TTA via the superexchange pathway.
对蒽衍生物中的三重态激子转移(TET)和三重态-三重态湮灭(TTA)进行了理论分析,这些蒽衍生物包括9,10-双(三异丙基甲硅烷基乙炔基)蒽(TIPS-ANTp)的一种多晶型物以及1,2,3,4-四氟-5,8-双(三甲基甲硅烷基乙炔基)蒽(F4-TMS-ANT)。通过结合含时密度泛函理论和多参考二阶Møller-Plesset方法的 diabatic 方案来评估 TET 和 TTA 的电子耦合。基于费米黄金规则并考虑分子内模式的弗兰克-康登因子来估计 TET 速率。通过多组态含时哈特里方法进行量子动力学计算来分析 TTA。共面堆叠的 F4-TMS-ANT 中的 TET 比滑移堆叠的 TIPS-ANTp 中的 TET 更快。在蒽衍生物中,单重态激子的能量低于一对三重态激子。由于强电子耦合,F4-TMS-ANT 可以通过由较高电荷转移(CT)态介导的超交换途径表现出超快的 TTA。相比之下,TIPS-ANTp 通过具有小双电子耦合的直接途径表现出低效的 TTA。共面堆叠减小了到中间 CT 态的能隙,从而促进了通过超交换途径的 TET 和 TTA。