Kosumi Daisuke, Fujiwara Masazumi, Fujii Ritsuko, Cogdell Richard J, Hashimoto Hideki, Yoshizawa Masayuki
Department of Physics, Graduate School of Science, Tohoku University, 6-3 Aramaki-Aza-Aoba, Sendai 980-8578, Japan.
J Chem Phys. 2009 Jun 7;130(21):214506. doi: 10.1063/1.3147008.
The ultrafast relaxation kinetics of all-trans-beta-carotene homologs with varying numbers of conjugated double bonds n(n=7-15) and lycopene (n=11) has been investigated using femtosecond time-resolved absorption and Kerr-gate fluorescence spectroscopies, both carried out under identical excitation conditions. The nonradiative relaxation rates of the optically allowed S(2)(1(1)B(u) (+)) state were precisely determined by the time-resolved fluorescence. The kinetics of the optically forbidden S(1)(2(1)A(g) (-)) state were observed by the time-resolved absorption measurements. The dependence of the S(1) relaxation rates upon the conjugation length is adequately described by application of the energy gap law. In contrast to this, the nonradiative relaxation rates of S(2) have a minimum at n=9 and show a reverse energy gap law dependence for values of n above 11. This anomalous behavior of the S(2) relaxation rates can be explained by the presence of an intermediate state (here called the S(x) state) located between the S(2) and S(1) states at large values of n (such as n=11). The presence of such an intermediate state would then result in the following sequential relaxation pathway S(2)-->S(x)-->S(1)-->S(0). A model based on conical intersections between the potential energy curves of these excited singlet states can readily explain the measured relationships between the decay rates and the energy gaps.
利用飞秒时间分辨吸收光谱和克尔门荧光光谱,在相同激发条件下研究了具有不同共轭双键数(n(n = 7 - 15))的全反式β-胡萝卜素同系物以及番茄红素((n = 11))的超快弛豫动力学。通过时间分辨荧光精确测定了光学允许的(S(2)(1(1)B(u) (+)))态的非辐射弛豫速率。通过时间分辨吸收测量观察了光学禁戒的(S(1)(2(1)A(g) (-)))态的动力学。应用能隙定律充分描述了(S(1))弛豫速率对共轭长度的依赖性。与此相反,(S(2))的非辐射弛豫速率在(n = 9)时达到最小值,并且对于(n\gt11)的值呈现出与能隙定律相反的依赖性。(S(2))弛豫速率的这种异常行为可以通过在(n)较大时(如(n = 11))存在于(S(2))和(S(1))态之间的中间态(这里称为(S(x))态)来解释。这样一个中间态的存在将导致以下顺序弛豫途径(S(2)-->S(x)-->S(1)-->S(0))。基于这些激发单重态势能曲线之间锥形交叉的模型可以很容易地解释所测量的衰减速率与能隙之间的关系。