Nadeau Jocelyn M, Liu Min, Waldeck David H, Zimmt Matthew B
Contribution from the Department of Chemistry, Brown University, Providence, Rhode Island 02912, USA.
J Am Chem Soc. 2003 Dec 24;125(51):15964-73. doi: 10.1021/ja0372917.
The electronic coupling matrix elements attending the charge separation reactions of a C-shaped molecule containing an excited pyrene as the electron acceptor and a dimethylaniline as the donor are determined in aromatic, ether, and ester solvents. Band shape analyses of the charge-transfer emission spectra (CT --> S(0)) provide values of the reaction free energy, the solvent reorganization energy, and the vibrational reorganization energy in each solvent. The free energy for charge separation in benzene and toluene solvents is independently determined from the excited state equilibrium established between the locally excited pyrene S(1) state and the charge-transfer state. Analyses of the charge separation kinetics using the spectroscopically determined reorganization energies and reaction free energies indicate that the electronic coupling is solvent independent, despite the presence of a cleft between the donor and acceptor. Hence, solvent molecules are not involved in the coupling pathway. The orientations of the donor and acceptor units, relative to the spacer, are not rigidly constrained, and their torsional motions decrease solvent access to the cleft. Generalized Mulliken-Hush calculations show that rotation of the pyrene group about the bond connecting it to the spacer greatly modulates the magnitude of through-space coupling between the S(1) and CT states. The relationship between the torsional dynamics and the electron-transfer dynamics is discussed.
在芳香族、醚类和酯类溶剂中,测定了一个以激发态芘作为电子受体、二甲基苯胺作为供体的C形分子电荷分离反应的电子耦合矩阵元。通过对电荷转移发射光谱(CT→S(0))的谱带形状分析,得出了每种溶剂中反应自由能、溶剂重组能和振动重组能的值。苯和甲苯溶剂中电荷分离的自由能是根据局部激发的芘S(1)态和电荷转移态之间建立的激发态平衡独立确定的。利用光谱测定的重组能和反应自由能对电荷分离动力学进行分析表明,尽管供体和受体之间存在裂缝,但电子耦合与溶剂无关。因此,溶剂分子不参与耦合途径。供体和受体单元相对于间隔基的取向没有受到严格限制,它们的扭转运动会减少溶剂进入裂缝的机会。广义穆利肯-赫什计算表明,芘基团围绕连接它与间隔基的键的旋转极大地调节了S(1)态和CT态之间的空间耦合大小。讨论了扭转动力学与电子转移动力学之间的关系。