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Second-order Moller-Plesset calculations on the water molecule using Gaussian-type orbital and Gaussian-type geminal theory

机译:使用高斯型轨道和高斯型双子星理论对水分子进行二阶Moller-Plesset计算

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摘要

The Gaussian-type orbital and Gaussian-type geminal (GGn) model is applied to the water molecule, at the level of second-order Moller-Plesset (MP2) theory. In GGn theory, correlation factors are attached to all doubly-occupied orbital pairs (GGO), to all doubly-occupied and singly-excited pairs (GG1), or to all orbital pairs (GG2). Optimizing the GG2 model using a weak-orthogonality functional, we obtain the current best estimate of the all-electron MP2 correlation energy of water, —361.95 mE_h. In agreement with previous observations, the GG1 model performs almost as well as the GG2 model (—361.26 mE_h), whereas the GGO model is poorer (—351.36 mE_h). For the barrier to linearity of water, we obtain an MP2 correlation contribution of —463 ± 5 cm~(-1).
机译:在二阶Moller-Plesset(MP2)理论的层面上,将高斯型轨道和高斯型双子星(GGn)模型应用于水分子。在GGn理论中,相关因子附加在所有双占对轨道(GGO),所有双占和单激发对(GG1)或所有轨道对(GG2)上。使用弱正交函数优化GG2模型,我们获得了水的全电子MP2相关能量的当前最佳估计值— 361.95 mE_h。与之前的观察结果一致,GG1模型的性能几乎与GG2模型的性能相同(-361.26 mE_h),而GGO模型的性能较差(-351.36 mE_h)。对于水的线性障碍,我们获得了-463±5 cm〜(-1)的MP2相关贡献。

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