Clarendon Laboratory, Department of Physics, University of Oxford, Oxford OX1 3PU, UK.
Philos Trans A Math Phys Eng Sci. 2012 Aug 13;370(1972):3787-801. doi: 10.1098/rsta.2011.0205.
We have investigated the energy transfer dynamics in a supramolecular linear polymer chain comprising oligofluorene (OF) energy donor units linked by quadruple hydrogen-bonding groups, and oligophenylene (OPV) chain ends that act as energy acceptors. Using femtosecond spectroscopy, we followed the dynamics of energy transfer from the main chain of OF units to the OPV chain ends and simulated these data taking a Monte Carlo approach that included different extents of electronic wave function delocalization for the energy donor and acceptor. Best correlations between experimental and theoretical results were obtained for the assumption of electronic coupling occurring between a localized donor dipole moment and a delocalized acceptor moment. These findings emphasize that geometric relaxation following initial excitation of the donor needs to be taken into account, as it leads to a localization of the donor's excited state wave function prior to energy transfer. In addition, our simulations show that the energy transfer from the main chain to the ends is dominated by an interplay between slow and spatially limited exciton migration along the OF segments comprising the main chain and the comparatively faster hetero-transfer to the end-cap acceptors from directly adjoining OF segments. These results clearly support the description of host-guest energy transfer in linear polymer chains as a two-step mechanism with exciton diffusion in the host being a prerequisite to energy transfer to the guest.
我们研究了由通过四重氢键连接的寡聚芴(OF)给体单元和作为受体的寡聚对苯撑(OPV)链端组成的超分子线性聚合物链中的能量转移动力学。使用飞秒光谱法,我们跟踪了 OF 单元主链到 OPV 链端的能量转移动力学,并通过包括施主和受主电子波函数离域不同程度的蒙特卡罗方法模拟了这些数据。对于假设电子偶极子在局部施主和离域受主之间发生电子耦合的情况下,实验数据与理论结果之间获得了最佳相关性。这些发现强调,在初始激发施主后,需要考虑几何弛豫,因为它导致施主的激发态波函数在能量转移之前被局域化。此外,我们的模拟表明,从主链到末端的能量转移主要是由主链中包含的 OF 片段上缓慢和空间受限的激子迁移与从直接相邻的 OF 片段到末端受体的相对较快的异质转移之间的相互作用所主导。这些结果清楚地支持了将线性聚合物链中的主体-客体能量转移描述为两步机制,其中主体中的激子扩散是能量转移到客体的前提。