Institute of Physical Chemistry, Polish Academy of Sciences, Warsaw, Poland.
J Phys Chem A. 2012 Dec 6;116(48):11973-86. doi: 10.1021/jp309618b. Epub 2012 Nov 19.
Reliable assignment of 55 out of 57 vibrational modes has been achieved for 1H-pyrrolo[3,2-h]quinoline using IR, Raman, and fluorescence spectroscopy combined with quantum chemical calculations. The experiments provided a data set for assessing the performance of different models/basis sets for predicting the vibrational frequencies, as well as IR and Raman intensities for a molecule with 13 heavy atoms. Among six different tested DFT functionals, the hybrid B3LYP used with Pople's split-valence basis sets is suggested as the best choice for accurate and cost-effective IR/Raman spectral simulations. Neither HF nor MP2 methods can satisfactorily describe the vibrational structure. Increasing the basis set size from double to triple-ζ and by adding polarization and diffuse functions does not necessarily improve the results, especially regarding the predictions of vibrational frequencies. With respect to the intensities, extending the basis set helps, with the accuracy increasing systematically for the Raman spectra, and in a less regular fashion for the IR. A large difference in accuracy is observed while comparing the spectral parameters predicted for in-plane and out-of-plane normal modes. The former are reliably computed with modest basis sets, whereas for the out-of-plane vibrations, larger basis sets are necessary, but even in this case, the out-of-plane vibrations are reproduced with much less accuracy than in-plane modes. This effect is general, as it has been observed using different functionals and basis sets.
采用红外、拉曼和荧光光谱学结合量子化学计算,可靠地分配了 1H-吡咯并[3,2-h]喹啉的 55 个振动模式中的 57 个。实验提供了一组数据,用于评估不同模型/基组在预测振动频率、IR 和拉曼强度方面的性能,这些模型/基组适用于具有 13 个重原子的分子。在六种不同的测试 DFT 泛函中,建议使用混合 B3LYP 与 Pople 的分裂价基组作为准确且经济高效的 IR/Raman 光谱模拟的最佳选择。HF 和 MP2 方法都不能令人满意地描述振动结构。从双ζ增加到三ζ并添加极化和弥散函数,不一定会提高结果,特别是在预测振动频率方面。就强度而言,扩展基组有助于提高 Raman 光谱的准确性,而对 IR 的影响则不那么规则。在比较面内和面外正则振动模式的预测光谱参数时,观察到准确性存在很大差异。面内振动可以用适度的基组可靠地计算,而对于面外振动,则需要更大的基组,但即使在这种情况下,面外振动的再现精度也远低于面内模式。这种效应是普遍的,因为使用不同的泛函和基组都观察到了这种效应。