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Application of the intermediate Hamiltonian valence-universal coupled-cluster method to the magnesium atom

机译:中间哈密顿价-通用耦合簇方法在镁原子上的应用

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摘要

The atomically oriented valence-universal coupled-clusters method in the intermediate Hamiltonian formulation with one- and two-body part(s) included in the cluster operator (VU-CCSD/R) is applied to describe the ground state and some excited states of the Mg atom. Two Slater-type orbitals (STO) basis sets are employed to see the effect of the basis set on the results. In addition to that, several complete model spaces are used in the calculation starting with (3s, 3p) and ending with (3s, 3p, 3d, 4s, 4p) orbitals as active. It has been found that the quality of the description of the ground-and excited states depends on the STO basis set used in the calculation. In order to obtain reliable excitation energies, special attention has been paid to the construction of well-balanced basis sets in which functions necessary for adequate description for both the ground state and excited states under consideration are included. Therefore, in spite of the moderate size of the total energy as well as in energy differences with results of other methods which, in some cases, use significantly larger basis sets.
机译:团簇算子(VU-CCSD / R)中包含一体和二体部分的中间哈密顿量公式中的原子取向价-普遍耦合簇方法用于描述基态和激发态镁原子。使用两个Slater型轨道(STO)基集来查看基集对结果的影响。除此之外,在计算中使用了几个完整的模型空间,这些模型空间以(3s,3p,3d,3d,4s,4p)轨道为活动轨道开始。已经发现,基态和激发态的描述质量取决于计算中使用的STO基集。为了获得可靠的激发能量,已经特别注意了平衡良好的基集的构造,其中充分包含了对所考虑的基态和激发态的必要描述的功能。因此,尽管总能量大小适中,并且能量差异与其他方法的结果不同,在某些情况下,其他方法使用的基数大得多。

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