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Relations between coordinate and potential scaling in the high-density limit

机译:高密度极限中坐标与电位缩放之间的关系

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Exact relations are derived between scaling to the high-density limit of density functional theory and taking Z to infinity for nondegenerate atoms. Gorling-Levy perturbation results are deduced for hydrogenic densities. The kinetic contribution to the correlation energy is also studied, and estimates given for its value for neutral atoms. Popular approximate functionals are tested against these benchmarks. (C) 2005 American Institute of Physics.
机译:在缩放到密度泛函理论的高密度极限与将非简并原子的Z设为无穷大之间可以得出确切的关系。推导了高林-利维摄动结果的氢密度。还研究了对相关能量的动力学贡献,并给出了其对中性原子的估计值。流行的近似功能已针对这些基准进行了测试。 (C)2005美国物理研究所。

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