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苯和氮杂苯激发态的广义范弗莱克微扰理论(GVVPT2)研究

Generalized van Vleck perturbation theory (GVVPT2) study of the excited states of benzene and the azabenzenes.

作者信息

Devarajan Ajitha, Gaenko Alexander V, Khait Yuri G, Hoffmann Mark R

机构信息

Chemistry Department, University of North Dakota, Grand Forks, North Dakota 58202, USA.

出版信息

J Phys Chem A. 2008 Mar 27;112(12):2677-82. doi: 10.1021/jp077702w. Epub 2008 Feb 14.

Abstract

Generalized van Vleck perturbation theory (GVVPT2) for molecular electronic structures is applied to examine the azabenzene series: benzene, pyridine, pyrazine, symmetric triazine and symmetric tetrazine. The spectra of azabenzenes are complex with large numbers of excited states at low energies comprising n --> pi* and pi --> pi* excited states and also doubly excited states of the n,n --> pi*,pi* type. The calculations are complicated due to strong correlation effects in the nitrogen lone-pair orbitals and the pi electrons. This study is the first to use GVVPT2 on conjugated systems. Comparison is made with experimental data and complete active space second-order perturbation theory, equation of motion coupled cluster and similarity transformed equation of motion coupled cluster theory data. Using polarized valence double split basis sets for benzene and pyrazine (cc-pVDZ) and pyridine (ANO-S) and polarized triple split basis sets (ANO-L) for triazine and tetrazine, the n --> pi* and pi --> pi* states are computed with an average error of 0.28 eV in comparison with available experimental data.

摘要

分子电子结构的广义范弗莱克微扰理论(GVVPT2)被应用于研究氮杂苯系列:苯、吡啶、吡嗪、对称三嗪和对称四嗪。氮杂苯的光谱很复杂,在低能量处有大量激发态,包括n→π和π→π激发态以及n,n→π*,π类型的双激发态。由于氮孤对轨道和π电子中的强相关效应,计算变得复杂。本研究是首次将GVVPT2用于共轭体系。与实验数据以及完全活性空间二阶微扰理论、运动方程耦合簇理论和相似变换运动方程耦合簇理论数据进行了比较。使用针对苯和吡嗪的极化价双分裂基组(cc-pVDZ)以及针对吡啶的(ANO-S),和针对三嗪与四嗪的极化三分裂基组(ANO-L),与现有实验数据相比,计算得到的n→π和π→π*态的平均误差为0.28 eV。

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