Tran Van Tan, Tran Quoc Tri
Theoretical and Physical Chemistry Division, Dong Thap University, 783-Pham Huu Lau, Cao Lanh City, Dong Thap, Vietnam.
J Mol Model. 2021 Apr 23;27(5):131. doi: 10.1007/s00894-021-04753-w.
The low-lying electronic states CoGe (n = 4, 5) have been investigated with density functional theory and the state-of-the-art RASSCF/RASPT2 method to give assignments for the anion photoelectron spectra. The BP86 functional was employed to optimize the geometrical structures of the electronic states, while the RASSCF/RASPT2 was applied to calculate the single-point energies. With the RASSCF/RASPT2 approach, the active spaces are extended to a size of 21 orbitals for CoGe and 24 orbitals for CoGe. The ground states of CoGe are determined to be A″ and A″ of a trigonal bipyramidal structure in which the Co atom is situated at the equatorial corner of the bipyramid. The vertical detachment energies of the transitions from the anionic ground state to the neutral A″, 1A″, A', 2A″, 3A″, 1A', 2A', and 6A″ states are evaluated to be 2.29, 2.39, 2.60, 2.83, 3.17, 3.24, 3.47, and 4.00 eV. For the CoGe clusters, the ground states are computed to be A and 1A of an octahedral structure. The vertical detachment energies of the removal of one electron from the anionic ground state to result in the 1A, 1A, 2A, 1B, 1B, 4B, 4B, and 6A states are estimated to be 2.16, 2.79, 2.84, 3.06, 3.06, 3.59, 3.59, and 4.22 eV. All features in the photoelectron spectra of CoGe and CoGe are interpreted based on the computed electron detachment energies of the anionic ground states.
利用密度泛函理论和先进的RASSCF/RASPT2方法研究了低价电子态CoGe(n = 4, 5),以确定其阴离子光电子能谱的归属。采用BP86泛函优化电子态的几何结构,同时应用RASSCF/RASPT2计算单点能量。通过RASSCF/RASPT2方法,将CoGe的活性空间扩展到21个轨道,CoGe的活性空间扩展到24个轨道。确定CoGe的基态为三角双锥结构的A″和A″,其中Co原子位于双锥的赤道角。从阴离子基态到中性A″、1A″、A'、2A″、3A″、1A'、2A'和6A″态的垂直脱附能经评估分别为2.29、2.39、2.60、2.83、3.17、3.24、3.47和4.00 eV。对于CoGe团簇,计算得到的基态为八面体结构的A和1A。从阴离子基态移除一个电子形成1A、1A、2A、1B、1B、4B、4B和6A态时的垂直脱附能估计分别为2.16、2.79、2.84、3.06、3.06、3.59、3.59和4.22 eV。基于计算得到的阴离子基态的电子脱附能,对CoGe和CoGe光电子能谱中的所有特征进行了解释。