Burrill Andrew B, Chung You K, Mann Heather A, Johnson Philip M
Department of Chemistry, Stony Brook University, Stony Brook, New York 11794-3400, USA.
J Chem Phys. 2004 May 8;120(18):8587-99. doi: 10.1063/1.1691818.
New mass analyzed threshold ionization (MATI) spectra of the molecules C(6)H(6) (+) and C(6)D(6) (+) have been collected using tunable vacuum ultraviolet (VUV) single photon excitation from the neutral ground state and also using two-photon excitation through the 6(1) vibration of the (1)B(2u) S(1) state. Emphasis was placed on obtaining accurate relative intensities of the vibrational lines in order to use this information in the vibronic analysis. The MATI spectra collected from VUV (S(0) originating state), triplet (T(1)), and resonant two photon (S(1)) excitation schemes were compared with Jahn-Teller calculations employing the classical model of Longuet-Higgins and Moffitt to obtain the Jahn-Teller coupling parameters of 3 of the 4 linearly active modes (e(2g) modes 6-9 in Wilson's notation). Franck-Condon factors, including the effects of geometry changes, were calculated from the vibronic wave functions and used to identify the lines in the various spectra. It is found that most of the lines with substantial intensity can be understood using only the modes 1, 6, 8, and 9. Weaker peaks are due to various non-e(2g) modes, but these do not derive intensity through Jahn-Teller coupling. When the effects of geometry change were included, simulations of the spectra from the calculated vibrational energies and intensities were close to the experimental spectra. This verifies the applicability of the model to the understanding of the vibrational structure of this type of molecule, but some variations indicate directions for further improvement of the model.
已收集到分子C(6)H(6) (+) 和C(6)D(6) (+) 的新的质量分析阈值电离(MATI)光谱,采用从中性基态进行可调谐真空紫外(VUV)单光子激发,以及通过(1)B(2u) S(1) 态的6(1) 振动进行双光子激发。重点在于获得振动谱线的准确相对强度,以便在电子振动分析中使用这些信息。将从VUV(S(0) 起始态)、三重态(T(1))和共振双光子(S(1))激发方案收集的MATI光谱与采用Longuet-Higgins和Moffitt经典模型的Jahn-Teller计算进行比较,以获得4个线性活性模式中的3个(Wilson符号中的e(2g) 模式6 - 9)的Jahn-Teller耦合参数。从电子振动波函数计算了包括几何形状变化影响在内的Franck-Condon因子,并用于识别各种光谱中的谱线。发现仅使用模式1、6、8和9就能理解大多数具有显著强度的谱线。较弱的峰归因于各种非e(2g) 模式,但这些模式并非通过Jahn-Teller耦合获得强度。当包括几何形状变化的影响时,根据计算出的振动能量和强度对光谱进行的模拟与实验光谱接近。这验证了该模型对于理解这类分子振动结构的适用性,但一些差异表明了该模型进一步改进的方向。