Department of Chemistry, Boston University , 590 Commonwealth Avenue, Boston, Massachusetts 02215, United States.
J Am Chem Soc. 2017 Jun 14;139(23):7803-7814. doi: 10.1021/jacs.7b01780. Epub 2017 Jun 5.
There have been numerous efforts, both experimental and theoretical, that have attempted to parametrize model Hamiltonians to describe excited state energy transfer in photosynthetic light harvesting systems. The Frenkel exciton model, with its set of electronically coupled two level chromophores that are each linearly coupled to dissipative baths of harmonic oscillators, has become the workhorse of this field. The challenges to parametrizing such Hamiltonians have been their uniqueness, and physical interpretation. Here we present a computational approach that uses accurate first-principles electronic structure methods to compute unique model parameters for a collection of local minima that are sampled with molecular dynamics and QM geometry optimization enabling the construction of an ensemble of local models that captures fluctuations as these systems move between local basins of inherent structure. The accuracy, robustness, and reliability of the approach is demonstrated in an application to the phycobiliprotein light harvesting complexes from cryptophyte algae. Our computed Hamiltonian ensemble provides a first-principles description of inhomogeneous broadening processes, and a standard approximate non-Markovian reduced density matrix dynamics description is used to estimate lifetime broadening contributions to the spectral line shape arising from electronic-vibrational coupling. Despite the overbroadening arising from this approximate line shape theory, we demonstrate that our model Hamiltonian ensemble approach is able to provide a reliable fully first-principles method for computation of spectra and can distinguish the influence of different chromophore protonation states in experimental results. A key feature in the dynamics of these systems is the excitation of intrachromophore vibrations upon electronic excitation and energy transfer. We demonstrate that the Hamiltonian ensemble approach provides a reliable first-principles description of these contributions that have been detailed in recent broad-band pump-probe and two-dimensional electronic spectroscopy experiments.
已经有许多实验和理论上的努力,试图将模型哈密顿量参数化来描述光合作用光捕获系统中的激发态能量转移。弗伦克尔激子模型(Frenkel exciton model),其一组电子耦合的双能级发色团,每个发色团都与线性耦合到耗散的谐振子浴中,已经成为该领域的主力。对这些哈密顿量进行参数化的挑战在于它们的独特性和物理解释。在这里,我们提出了一种计算方法,该方法使用精确的第一性原理电子结构方法来计算分子动力学和 QM 几何优化采样的一系列局部最小值的独特模型参数,从而构建一个能够捕获这些系统在固有结构的局部基之间移动时波动的局部模型集合。该方法的准确性、稳健性和可靠性在对隐藻光捕获复合物的藻胆蛋白的应用中得到了证明。我们计算的哈密顿量集合提供了非均匀展宽过程的第一性原理描述,并且使用标准的近似非马尔可夫约化密度矩阵动力学描述来估计电子-振动耦合引起的光谱线形状的寿命展宽贡献。尽管这种近似线形状理论会导致过展宽,但我们证明我们的模型哈密顿量集合方法能够提供可靠的全第一性原理方法来计算光谱,并能够区分实验结果中不同发色团质子化状态的影响。这些系统动力学的一个关键特征是电子激发和能量转移时发色团内振动的激发。我们证明,哈密顿量集合方法能够提供对这些贡献的可靠的第一性原理描述,这些贡献在最近的宽带泵浦探测和二维电子光谱实验中得到了详细的研究。