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Cyclic molecular aggregates: influence of quasi-static and dynamic disorder on their excitonic line shapes

机译:环状分子聚集体:准静态和动态无序对其激子线形的影响

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For Frenkel excitons moving on molecular rings modeling in part bacteria photosynthetic antenna systems we investigate the influence of static and dynamic disorders on their optical line shape. The static disorder, describing inhomogeneities and slow motions of the protein backbone and the dynamic disorder, simulating the influence of vibrational degrees of freedom, are taken into account by fluctuations of the local excitation energies of the BChl molecules. The fluctuations are represented by dichotomic Markov processes with colored noise with different amplitudes and decay constants of the correlation functions. We obtain a closed set of equations of motion for the correlation functions determining the optical line shape which is solved numerically. We display the optical line shapes of the circular aggregates with 9 BChls for different regimes of the exciton transfer under the influence of the disorders and discuss them for various sets of the model parameters describing static and dynamic disorders. (C) 2000 Elsevier Science B.V. All rights reserved. [References: 7]
机译:对于在部分细菌光合天线系统中进行分子环建模的Frenkel激子,我们研究了静态和动态障碍对其光学线形的影响。 BChl分子的局部激发能的波动考虑到了描述蛋白质骨架不均匀性和慢运动的静态失调以及模拟振动自由度影响的动态失调。波动由具有不同幅度和相关函数衰减常数的有色噪声的二分马尔可夫过程表示。对于确定光线形状的相关函数,我们获得了一组封闭的运动方程组,这可以通过数值求解。我们显示了9种BChls的圆形聚集体的光学线形,它们在障碍物的影响下用于不同的激子传递方式,并讨论了描述静态和动态障碍物的各种模型参数集。 (C)2000 Elsevier Science B.V.保留所有权利。 [参考:7]

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