Max Planck Institute for the Physics of Complex Systems, Nöthnitzer Strasse 38, 01187 Dresden, Germany.
J Chem Phys. 2012 Jan 14;136(2):024109. doi: 10.1063/1.3674993.
The energetic splitting of the two exciton states of a molecular dimer depends strongly on the relative orientation of the monomers with respect to each other. The curvature of the corresponding adiabatic potential energy surfaces can lead to torsional motion of the monomers. It has been suggested recently that this torsional motion could provide a possible relaxation mechanism for the upper state which proceeds via a crossing of the two singly excited state potentials. Another, competing, relaxation mechanism is provided by coupling to the environment, leading to direct exciton relaxation. Here we examine theoretically the combined dynamics of torsional motion and excitonic relaxation for a π-aggregated dimer. Using two-dimensional (2D) spectroscopy, it is shown how torsional motion through a crossing of the adiabatic excitonic potential surfaces could be distinguished from direct relaxation. For the calculations a mixed quantum/classical approach is used, where the torsional motion is treated by an Ehrenfest type of equation, while the excitonic dynamics including dephasing and direct relaxation is described by a quantum master equation.
分子二聚体中两个激子态的能量分裂强烈依赖于单体之间的相对取向。相应的绝热势能面的曲率可能导致单体的扭转运动。最近有人提出,这种扭转运动可能为通过两个单激发态势交叉的上态提供一种可能的弛豫机制。另一种竞争的弛豫机制是通过与环境耦合提供的,导致直接激子弛豫。在这里,我们从理论上研究了π 聚集二聚体的扭转运动和激子弛豫的综合动力学。通过二维(2D)光谱,我们展示了如何通过穿过绝热激子势能面的扭转运动来区分直接弛豫。在计算中,使用了一种混合量子/经典的方法,其中扭转运动由 Ehrenfest 类型的方程处理,而包括退相和直接弛豫的激子动力学则由量子主方程描述。