Kokkila Schumacher Sara I L, Bera Partha P, Lee Timothy J
Space Science and Astrobiology Division, NASA Ames Research Center , Mountain View, California 94035, United States.
Bay Area Environmental Research Institute , Petaluma, California 94952, United States.
J Phys Chem A. 2016 Mar 3;120(8):1275-82. doi: 10.1021/acs.jpca.5b12373. Epub 2016 Feb 17.
The azirinyl cation (C2H2N(+)) and its geometrical isomers could be present in the interstellar medium. The C2H2N(+) isomers are, however, difficult to identify in interstellar chemistry because of the lack of high-resolution spectroscopic data from laboratory experiments. Ab initio quantum chemical methods were used to characterize the structures, relative energies, and spectroscopic and physical properties of the low energy isomers of the azirinyl cation. We have employed second-order Møller-Plesset perturbation theory (MP2), second-order Z-averaged perturbation theory (ZAPT2), and coupled cluster theory with singles and doubles with perturbative triples CCSD(T) methods along with large correlation consistent basis sets such as cc-pVTZ, cc-pCVTZ, cc-pVQZ, cc-pCVQZ, and cc-pV5Z. Harmonic vibrational frequencies, dipole moments, rotational constants, and proton affinities for the lowest energy isomers were calculated using the CCSD(T) method. Azirinyl cation, a cyclic isomer, is lowest in energy at all levels of theory employed. Azirinyl cation is followed by the cyanomethyl cation (H2CCN)(+), isocyanomethyl cation (H2CNC)(+), and a quasilinear HCCNH(+) cation, which are 13.8, 17.3, and 21.5 kcal mol(-1) above the cyclic isomer, respectively, at the CCSD(T)/cc-pV5Z level of theory. The lowest three isomers all have C2v symmetry and (1)A1 ground electronic states. The quasilinear HCCNH(+) cation has a Cs symmetry planar structure, and a (3)A″ electronic ground state, unlike what some previous work suggested.
氮杂环丙烯阳离子(C2H2N(+))及其几何异构体可能存在于星际介质中。然而,由于缺乏来自实验室实验的高分辨率光谱数据,C2H2N(+)异构体在星际化学中很难被识别。采用从头算量子化学方法来表征氮杂环丙烯阳离子低能量异构体的结构、相对能量、光谱和物理性质。我们使用了二阶Møller-Plesset微扰理论(MP2)、二阶Z平均微扰理论(ZAPT2)以及含单双激发和微扰三重激发的耦合簇理论CCSD(T)方法,并结合了诸如cc-pVTZ、cc-pCVTZ、cc-pVQZ、cc-pCVQZ和cc-pV5Z等大型相关一致基组。使用CCSD(T)方法计算了最低能量异构体的谐振动频率、偶极矩、转动常数和质子亲和能。在所有使用的理论水平下,环状异构体氮杂环丙烯阳离子的能量最低。在CCSD(T)/cc-pV5Z理论水平下,氮杂环丙烯阳离子之后依次是氰基甲基阳离子(H2CCN)(+)、异氰基甲基阳离子(H2CNC)(+)和准线性的HCCNH(+)阳离子,它们分别比环状异构体高13.8、17.3和21.5千卡/摩尔。最低的三种异构体都具有C2v对称性和(1)A1基电子态。与之前一些工作所表明的不同,准线性的HCCNH(+)阳离子具有Cs对称平面结构和(3)A″基电子态。