Hettich Christian P, Zhang Xiaoyong, Kemper David, Zhao Ruoqi, Zhou Shaoyuan, Lu Yangyi, Gao Jiali, Zhang Jun, Liu Meiyi
Department of Chemistry and Supercomputing Institute, University of Minnesota, Minneapolis, Minnesota 55455, United States.
School of Chemical Biology & Biotechnology, Peking University Shenzhen Graduate School, Shenzhen, Guangdong 518055, China.
JACS Au. 2023 Jun 24;3(7):1800-1819. doi: 10.1021/jacsau.3c00186. eCollection 2023 Jul 24.
A multistate energy decomposition analysis (MS-EDA) method is described to dissect the energy components in molecular complexes in excited states. In MS-EDA, the total binding energy of an excimer or an exciplex is partitioned into a ground-state term, called local interaction energy, and excited-state contributions that include exciton excitation energy, superexchange stabilization, and orbital and configuration-state delocalization. An important feature of MS-EDA is that key intermediate states associated with different energy terms can be variationally optimized, providing quantitative insights into widely used physical concepts such as exciton delocalization and superexchange charge-transfer effects in excited states. By introducing structure-weighted adiabatic excitation energy as the minimum photoexcitation energy needed to produce an excited-state complex, the binding energy of an exciplex and excimer can be defined. On the basis of the nature of intermolecular forces through MS-EDA analysis, it was found that molecular complexes in the excited states can be classified into three main categories, including (1) encounter excited-state complex, (2) charge-transfer exciplex, and (3) intimate excimer or exciplex. The illustrative examples in this Perspective highlight the interplay of local excitation polarization, exciton resonance, and superexchange effects in molecular excited states. It is hoped that MS-EDA can be a useful tool for understanding photochemical and photobiological processes.
本文描述了一种多态能量分解分析(MS - EDA)方法,用于剖析激发态分子复合物中的能量成分。在MS - EDA中,准分子或激基复合物的总结合能被划分为一个基态项,称为局部相互作用能,以及激发态贡献,包括激子激发能、超交换稳定化以及轨道和组态态离域。MS - EDA的一个重要特征是,与不同能量项相关的关键中间态可以通过变分法进行优化,从而为激发态中广泛使用的物理概念,如激子离域和超交换电荷转移效应,提供定量的见解。通过引入结构加权绝热激发能作为产生激发态复合物所需的最小光激发能,可以定义激基复合物和准分子的结合能。基于通过MS - EDA分析得到的分子间作用力的性质,发现激发态分子复合物可分为三大类,包括(1)偶遇激发态复合物,(2)电荷转移激基复合物,以及(3)紧密准分子或激基复合物。本综述中的示例突出了分子激发态中局部激发极化、激子共振和超交换效应之间的相互作用。希望MS - EDA能成为理解光化学和光生物学过程的有用工具。