Hu Deping, Liu Yan Fang, Sobolewski Andrzej L, Lan Zhenggang
Key Laboratory of Biobased Materials, Qingdao Institute of Bioenergy and Bioprocess Technology, Chinese Academy of Sciences, Qingdao, 266101, Shandong, People's Republic of China.
Institute of Physics, Polish Academy of Sciences, PL-02668 Warsaw, Poland.
Phys Chem Chem Phys. 2017 Jul 26;19(29):19168-19177. doi: 10.1039/c7cp01732d.
The nonadiabatic dynamics of keto isocytosine in the gas phase has been investigated using the on-the-fly trajectory surface hopping method based on two electronic-structure methods: SA-CASSCF and ADC(2). The results estimate an excited-state lifetime of around 1000 fs at the SA-CASSCF level, while a much shorter lifetime of 250-350 fs is obtained at the ADC(2) level. Although three conical intersections (CIs) (Ethyl. I, Ethyl. II and C[double bond, length as m-dash]O stretching) are relevant to the nonadiabatic decay of keto isocytosine, their contributions to the nonadiabatic decay are highly dependent on the electronic-structure methods employed in the dynamics simulation. The Ethyl. II CI is the main channel in the dynamics simulations at the SA-CASSCF level, while the C[double bond, length as m-dash]O stretching CI becomes dominant at the ADC(2) levels. Other high-level electronic-structure methods (MR-CISD and MS-CASPT2) are involved to benchmark our dynamics results. Through the analysis of the reaction pathways from the ground state minimum to the relevant CIs, we expect that the excited-state dynamical features obtained at the MR-CISD and MS-CASPT2 levels should be very similar to those at the SA-CASSCF level. The comparison of results obtained using different excited-state electronic-structure methods could provide guidance for further studies of similar systems.
利用基于两种电子结构方法(SA-CASSCF和ADC(2))的实时轨迹表面跳跃方法,研究了气相中酮式异胞嘧啶的非绝热动力学。结果表明,在SA-CASSCF水平下,激发态寿命估计约为1000 fs,而在ADC(2)水平下,寿命则短得多,为250 - 350 fs。尽管三个锥形交叉点(乙基I、乙基II和C=O伸缩振动)与酮式异胞嘧啶的非绝热衰变有关,但它们对非绝热衰变的贡献高度依赖于动力学模拟中采用的电子结构方法。在SA-CASSCF水平的动力学模拟中,乙基II锥形交叉点是主要通道,而在ADC(2)水平下,C=O伸缩振动锥形交叉点占主导地位。还采用了其他高级电子结构方法(MR-CISD和MS-CASPT2)来对我们的动力学结果进行基准测试。通过分析从基态最小值到相关锥形交叉点的反应路径,我们预计在MR-CISD和MS-CASPT2水平获得的激发态动力学特征应与在SA-CASSCF水平非常相似。使用不同激发态电子结构方法获得的结果比较可为类似系统的进一步研究提供指导。