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二维电子振动光谱:关联电子与核运动的建模

Two-dimensional electronic-vibrational spectra: modeling correlated electronic and nuclear motion.

作者信息

Terenziani F, Painelli A

机构信息

Dipartimento di Chimica, Università di Parma & INSTM UdR Parma, Parco Area delle Scienze 17/a, 43124 Parma, Italy.

出版信息

Phys Chem Chem Phys. 2015 May 21;17(19):13074-81. doi: 10.1039/c5cp01485a.

DOI:10.1039/c5cp01485a
PMID:25912698
Abstract

We calculate 2D electronic-vibrational (2D-EV) spectra of solvated organic dyes modeled in terms of a reduced set of electronic diabatic states (the essential states) non-adiabatically coupled to molecular vibrations. An effective overdamped coordinate, whose dynamics is described by the Smoluchowski diffusion equation, accounts for polar solvation. Results are discussed for two dyes with distinctively different spectroscopic behavior: 4-(dicyanomethylene)-2-methyl-6-(4-dimethylaminostyryl)-4H-pyran (DCM) and 8-(N,N-dibutylamino)-2-azachrysene (AAC). Linear absorption and fluorescence spectra of DCM are well reproduced based on a minimal two-state model. The same model leads to 2D-EV spectra in good agreement with the recent experimental data reported by Oliver and coworkers for DCM in DMSO. In contrast, linear spectra of AAC show a subtle interplay between a locally-excited (LE) and a charge-transfer (CT) excitation, calling for a three-state model. Calculated 2D-EV spectra for AAC show a qualitatively different behavior, demonstrating that the experimental data for DCM do not support a LE/CT interplay. This resolves the long-lasting discussion about the nature of low-lying excitations of DCM in favor of the simplest picture.

摘要

我们计算了溶剂化有机染料的二维电子-振动(2D-EV)光谱,这些染料是根据一组简化的电子非绝热耦合分子振动的非绝热态(基本态)进行建模的。一个有效的过阻尼坐标,其动力学由斯莫卢霍夫斯基扩散方程描述,用于解释极性溶剂化。讨论了两种具有明显不同光谱行为的染料的结果:4-(二氰基亚甲基)-2-甲基-6-(4-二甲基氨基苯乙烯基)-4H-吡喃(DCM)和8-(N,N-二丁基氨基)-2-氮杂并四苯(AAC)。基于最小二态模型,DCM的线性吸收和荧光光谱得到了很好的再现。相同的模型导致二维电子-振动光谱与Oliver及其同事最近报道的DCM在二甲基亚砜中的实验数据高度吻合。相比之下,AAC的线性光谱显示了局域激发(LE)和电荷转移(CT)激发之间的微妙相互作用,这需要一个三态模型。计算得到的AAC的二维电子-振动光谱显示出定性不同的行为,表明DCM的实验数据不支持LE/CT相互作用。这解决了关于DCM低能激发性质的长期争论,支持了最简单的图景。

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