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Scaling method for the pair-density-functional theory in combination with energy functionals satisfying the virial theorem: Checking the validity via atomic-structure calculations

机译:对密度泛函理论与满足维尔定理的能量泛函相结合的缩放方法:通过原子结构计算来检验有效性

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摘要

We perform atomic-structure calculations for the neutral Ne, Mg, and Ar atoms on the basis of the recently proposed correction method (scaling method) for the pair-density (PD) -functional theory. The formal features of the scaling method are that the search region of PDs is substantially extended and that the resultant variationally best PD, which can be obtained without the heavy calculation tasks, satisfies the virial theorem rigorously. To enjoy the benefit of these features, we also develop the approximate form of the kinetic energy functional. It is shown by the atomic-structure calculations that the scaling method can improve well not only various energy functionals but also the spatial profiles of the electron density and exchange-correlation hole. Especially it is found that the scaling method makes preferential modifications to the energetically effective regions of the electron density and exchange-correlation hole. These results suggest that the scaling method efficiently puts the PD close to the correct ground-state PD.
机译:我们基于对数密度(PD)功能理论的最新校正方法(定标方法)对中性Ne,Mg和Ar原子进行原子结构计算。缩放方法的形式特征是,PD的搜索区域得到了充分扩展,并且无需繁重的计算任务即可获得的结果变化最好的PD严格地满足了病毒定理。为了享受这些功能的好处,我们还开发了动能功能的近似形式。通过原子结构计算表明,缩放方法不仅可以很好地改善各种能量功能,而且可以很好地改善电子密度和交换相关孔的空间分布。特别是,发现缩放方法对电子密度和交换相关孔的能量有效区域进行了优先修改。这些结果表明,缩放方法可以有效地使局部放电接近正确的基态局部放电。

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