Heid Esther, Hunt Patricia A, Schröder Christian
University of Vienna, Faculty of Chemistry, Department of Computational Biological Chemistry, Währingerstraße 19, A-1090 Vienna, Austria.
Phys Chem Chem Phys. 2018 Mar 28;20(13):8554-8563. doi: 10.1039/c7cp08549d.
Ground and excited state dipoles and polarizabilities of the chromophores N-methyl-6-oxyquinolinium betaine (MQ) and coumarin 153 (C153) in solution have been evaluated using time-dependent density functional theory (TD-DFT). A method for determining the atomic polarizabilities has been developed; the molecular dipole has been decomposed into atomic charge transfer and polarizability terms, and variation in the presence of an electric field has been used to evaluate atomic polarizabilities. On excitation, MQ undergoes very site-specific changes in polarizability while C153 shows significantly less variation. We also conclude that MQ cannot be adequately described by standard atomic polarizabilities based on atomic number and hybridization state. Changes in the molecular polarizability of MQ (on excitation) are not representative of the local site-specific changes in atomic polarizability, thus the overall molecular polarizability ratio does not provide a good approximation for local atom-specific polarizability changes on excitation. Accurate excited state force fields are needed for computer simulation of solvation dynamics. The chromophores considered in this study are often used as molecular probes. The methods and data reported here can be used for the construction of polarizable ground and excited state force fields. Atomic and molecular polarizabilities (ground and excited states) have been evaluated over a range of functionals and basis sets. Different mechanisms for including solvation effects have been examined; using a polarizable continuum model, explicit solvation and via sampling of clusters extracted from a MD simulation. A range of different solvents have also been considered.
已使用含时密度泛函理论(TD-DFT)评估了溶液中发色团N-甲基-6-氧代喹啉鎓甜菜碱(MQ)和香豆素153(C153)的基态和激发态偶极矩及极化率。已开发出一种确定原子极化率的方法;分子偶极矩已分解为原子电荷转移和极化率项,并利用电场存在时的变化来评估原子极化率。在激发时,MQ的极化率发生非常位点特异性的变化,而C153的变化则明显较小。我们还得出结论,基于原子序数和杂化态的标准原子极化率无法充分描述MQ。MQ(激发时)分子极化率的变化并不代表原子极化率的局部位点特异性变化,因此整体分子极化率比值不能很好地近似激发时局部原子特异性极化率的变化。计算机模拟溶剂化动力学需要精确的激发态势能场。本研究中考虑的发色团常被用作分子探针。此处报道的方法和数据可用于构建可极化的基态和激发态势能场。已在一系列泛函和基组上评估了原子和分子极化率(基态和激发态)。已研究了包括溶剂化效应的不同机制;使用可极化连续介质模型、显式溶剂化以及通过对从分子动力学模拟中提取的团簇进行采样。还考虑了一系列不同的溶剂。