Key Laboratory of Luminescence and Optical Information, Ministry of Education, Institute of Optoelectronic Technology, Beijing Jiaotong University, Beijing 100044, PR China.
Chemphyschem. 2010 Aug 23;11(12):2623-9. doi: 10.1002/cphc.201000152.
Pyrazolo[3,4-b]quinoline derivatives are reported to be highly efficient organic fluorescent materials suitable for applications in light-emitting devices. Although their fluorescence remains stable in organic solvents or in aqueous solution even in the presence of H(2)O, halide salts (LiCl), alkali (NaOH) and weak acid (acetic acid), it suffers an efficient quenching process in the presence of protic acid (HCl) in aqueous or ethanolic solution. This quenching process is accompanied by a change in the UV spectrum, but it is reversible and can be fully recovered. Both steady-state and transient fluorescence spectra of 1-phenyl-3,4-dimethyl-1H-pyrazolo-[3,4-b]quinoline (PAQ5) during quenching are measured and analyzed. It is found that a combined dynamic and static quenching mechanism is responsible for the quenching processes. The ground-state proton-transfer complex [PAQ5H(+)] is responsible for static quenching. It changes linearly with proton concentration [H(+)] with a bimolecular association constant K(S)=1.95 M(-1) controlled by the equilibrium dissociation of HCl in ethanol. A dynamic quenching constant K(D)=22.4 M(-1) is obtained by fitting to the Stern-Volmer equation, with a bimolecular dynamic quenching rate constant k(d)=1.03x10(9) s(-1) M(-1) under ambient conditions. A change in electron distribution is simulated and explains the experiment results.
吡唑并[3,4-b]喹啉衍生物被报道为高效的有机荧光材料,适用于发光器件的应用。尽管它们的荧光在有机溶剂或水溶液中甚至在存在 H(2)O、卤化物盐(LiCl)、碱(NaOH)和弱酸(乙酸)的情况下仍然稳定,但在存在质子酸(HCl)的水溶液或乙醇溶液中,它们会经历有效的猝灭过程。这个猝灭过程伴随着 UV 光谱的变化,但它是可逆的,可以完全恢复。在猝灭过程中,测量并分析了 1-苯基-3,4-二甲基-1H-吡唑并[3,4-b]喹啉(PAQ5)的稳态和瞬态荧光光谱。结果发现,一种动态和静态猝灭机制共同负责猝灭过程。基态质子转移配合物 [PAQ5H(+)]负责静态猝灭。它与质子浓度 [H(+)]呈线性关系,双分子缔合常数 K(S)=1.95 M(-1),由乙醇中 HCl 的平衡离解控制。通过拟合 Stern-Volmer 方程,得到动态猝灭常数 K(D)=22.4 M(-1),在环境条件下,双分子动态猝灭速率常数 k(d)=1.03x10(9) s(-1) M(-1)。电子分布的变化被模拟并解释了实验结果。