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基于轨迹和波包的量子动力学阐明的铜菲咯啉的光物理:一种协同方法。

Photophysics of a copper phenanthroline elucidated by trajectory and wavepacket-based quantum dynamics: a synergetic approach.

作者信息

Capano G, Penfold T J, Chergui M, Tavernelli I

机构信息

Laboratory of Ultrafast Spectroscopy and Lausanne Centre for Ultrafast Science (LACUS), ISIC, École Polytechnique Fédérale de Lausanne (EPFL), 1014 Lausanne, Switzerland.

出版信息

Phys Chem Chem Phys. 2017 Aug 2;19(30):19590-19600. doi: 10.1039/c7cp00436b.

Abstract

On-the-fly excited state molecular dynamics is a valuable method for studying non-equilibrium processes in excited states and is beginning to emerge as a mature approach much like its ground state counterparts. In contrast to quantum wavepacket dynamics methods, it negates the need for modelling potential energy surfaces, which usually confine nuclear motion within a reduced number of vibrational modes. In addition, on-the-fly molecular dynamics techniques are easily combined with the atomistic description of the solvents (through the QM/MM approach) making it possible to explicitly address the effect of the environment. Herein, we study the nonadiabatic relaxation of photoexcited [Cu(dmp)] (dmp = 2,9-dimethyl-1,10-phenanthroline) using QM/MM Trajectory Surface Hopping (TSH). We show that the decay of the initially excited singlet state into the lowest singlet (S) state occurs within 100 fs, in agreement with previous experiments, and is slightly influenced by the solvent. Using a principal component analysis (PCA), we also identify the dominant normal modes activated during the excited state decay, which are then used to design the vibronic Hamiltonian for quantum wavepacket dynamics simulations.

摘要

实时激发态分子动力学是研究激发态非平衡过程的一种有价值的方法,并且正开始作为一种成熟的方法出现,很像其基态对应方法。与量子波包动力学方法不同,它无需对势能面进行建模,而势能面通常将核运动限制在较少数量的振动模式内。此外,实时分子动力学技术很容易与溶剂的原子描述相结合(通过量子力学/分子力学方法),从而能够明确地研究环境的影响。在此,我们使用量子力学/分子力学轨迹表面跳跃(TSH)方法研究光激发的[Cu(dmp)](dmp = 2,9 - 二甲基 - 1,10 - 菲咯啉)的非绝热弛豫。我们表明,初始激发的单重态衰变为最低单重态(S)的过程在100飞秒内发生,这与先前的实验结果一致,并且受到溶剂的轻微影响。通过主成分分析(PCA),我们还确定了激发态衰变过程中被激活的主要简正模式,然后将其用于设计量子波包动力学模拟的电子振动哈密顿量。

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