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基于二聚体计算的模型哈密顿量处理激子态的弗伦克尔和电荷转移特性:应用于苝酰亚胺大聚集体。

Addressing the Frenkel and charge transfer character of exciton states with a model Hamiltonian based on dimer calculations: Application to large aggregates of perylene bisimide.

作者信息

Canola Sofia, Bagnara Giuseppe, Dai Yasi, Ricci Gaetano, Calzolari Alessandro, Negri Fabrizia

机构信息

Università di Bologna, Dipartimento di Chimica 'Giacomo Ciamician', Via F. Selmi, 2, 40126 Bologna, Italy.

出版信息

J Chem Phys. 2021 Mar 28;154(12):124101. doi: 10.1063/5.0045913.

DOI:10.1063/5.0045913
PMID:33810656
Abstract

To understand the influence of interchromophoric arrangements on photo-induced processes and optical properties of aggregates, it is fundamental to assess the contribution of local excitations [charge transfer (CT) and Frenkel (FE)] to exciton states. Here, we apply a general procedure to analyze the adiabatic exciton states derived from time-dependent density functional theory calculations, in terms of diabatic states chosen to coincide with local excitations within a restricted orbital space. In parallel, motivated by the need of cost-effective approaches to afford the study of larger aggregates, we propose to build a model Hamiltonian based on calculations carried out on dimers composing the aggregate. Both approaches are applied to study excitation energy profiles and CT character modulation induced by interchromophore rearrangements in perylene bisimide aggregates up to a tetramer. The dimer-based approach closely reproduces the results of full-aggregate calculations, and an analysis in terms of symmetry-adapted diabatic states discloses the effects of CT/FE interactions on the interchange of the H-/J-character for small longitudinal shifts of the chromophores.

摘要

为了理解发色团间排列对聚集体光诱导过程和光学性质的影响,评估局域激发(电荷转移(CT)和弗伦克尔(FE))对激子态的贡献至关重要。在此,我们应用一种通用方法,根据在受限轨道空间内与局域激发相一致的非绝热态,来分析由含时密度泛函理论计算得出的绝热激子态。同时,出于采用经济高效方法来研究更大聚集体的需求,我们提议基于对构成聚集体的二聚体进行的计算构建一个模型哈密顿量。这两种方法都被用于研究直至四聚体的苝二酰亚胺聚集体中发色团重排引起的激发能分布和CT特征调制。基于二聚体的方法紧密再现了全聚集体计算的结果,并且根据对称适配非绝热态进行的分析揭示了对于发色团的小纵向位移,CT/FE相互作用对H-/J-特征互换的影响。

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