Institute of Physics, University of Tartu, Riia 142, 51014 Tartu, Estonia.
J Chem Phys. 2011 Jan 14;134(2):024506. doi: 10.1063/1.3518685.
Low- and high-resolution absorption and fluorescence emission Q(y) spectra of bacteriochlorophyll a (BChl a) were recorded, along with homogeneous band line shapes, revealing significant asymmetry between the absorption and emission profiles that are interpreted using a priori spectral calculations. The spectra were recorded in a range of organic solvents facilitating both penta- and hexa-coordination of Mg at ambient and cryogenic temperatures. Detailed vibrational structure in the ground electronic state, virtually independent of Mg coordination, was revealed at 4.5 K by a hole-burning fluorescence line-narrowing technique, complementing the high-resolution spectrum of the excited state measured previously by hole burning to provide the first complete description of the Q(y) absorption and fluorescence spectra of BChl a. Spectral asymmetry persists from 4.5 to 298 K. Time-dependent density-functional theory calculations of the gas-phase absorption and emission spectra obtained using the CAM-B3LYP density functional, curvilinear coordinates, and stretch-bend-torsion scaling factors fitted to data for free-base porphyrin quantitatively predict the observed frequencies of the most-significant vibrational modes as well as the observed absorption∕emission asymmetry. Most other semi-empirical, density-functional, and ab initio computational methods severely overestimate the electron-vibrational coupling and its asymmetry. It is shown that the asymmetry arises primarily through Duschinsky rotation.
记录了细菌叶绿素 a (BChl a) 的低分辨率和高分辨率吸收和荧光发射 Q(y) 光谱,以及均匀的带线形状,揭示了吸收和发射轮廓之间存在显著的不对称性,这些不对称性通过先验光谱计算进行解释。这些光谱是在一系列有机溶剂中记录的,这些有机溶剂有利于 Mg 在环境和低温下的五配位和六配位。通过孔烧荧光线窄化技术,在 4.5 K 下揭示了基态的详细振动结构,几乎与 Mg 配位无关,该技术补充了先前通过孔烧测量的激发态的高分辨率光谱,为 BChl a 的 Q(y) 吸收和荧光光谱提供了第一个完整的描述。光谱不对称性从 4.5 K 持续到 298 K。使用 CAM-B3LYP 密度泛函、曲线坐标和拉伸-弯曲-扭转伸缩因子对气相吸收和发射光谱进行时间相关密度泛函理论计算,这些因子拟合了自由碱基卟啉的数据,定量预测了最显著振动模式的观察到的频率以及观察到的吸收/发射不对称性。大多数其他半经验、密度泛函和从头算计算方法严重高估了电子-振动耦合及其不对称性。结果表明,不对称性主要是通过 Duschinsky 旋转产生的。