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Regularizing the molecular potential in electronic structure calculations. II. Many-body methods

机译:在电子结构计算中调整分子势。二。多体方法

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In Paper I of this series [F. A. Bischoff, "Regularizing the molecular potential in electronic structure calculations. I. SCF methods," J. Chem. Phys. 141, 184105 (2014)] a regularized molecular Hamilton operator for electronic structure calculations was derived and its properties in SCF calculations were studied. The regularization was achieved using a correlation factor that models the electron-nuclear cusp. In the present study we extend the regularization to correlated methods, in particular the exact solution of the two-electron problem, as well as second-order many body perturbation theory. The nuclear and electronic correlation factors lead to computations with a smaller memory footprint because the singularities are removed from the working equations, which allows coarser grid resolution while maintaining the precision. Numerical examples are given. (C) 2014 AIP Publishing LLC.
机译:在本系列的论文I中[F. A. Bischoff,“在电子结构计算中正规化分子势。I。SCF方法”,《化学杂志》。物理141,184105(2014)]推导了用于电子结构计算的正则化分子Hamilton算子,并研究了其在SCF计算中的性质。使用模拟电子核尖峰的相关因子实现正则化。在本研究中,我们将正则化扩展到相关方法,特别是双电子问题的精确解以及二阶多体摄动理论。核和电子相关因子导致计算具有较小的内存占用空间,因为从工作方程中删除了奇异点,从而可以在保持精度的同时实现更粗的网格分辨率。给出了数值示例。 (C)2014 AIP Publishing LLC。

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