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Virtual space level shifting and correlation energies

机译:虚拟空间能级转换和相关能

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Adding a nonlocal operator to the true Hamiltonian is used to define an adiabatic coupling between a noninteracting (e.g., Kohn-Sham) reference system and the real one. By using the Hellmann-Feynman theorem, it is shown that when the operator added is shifting upward the virtual (noninteracting) levels the correlation energy is related to the number of electrons displaced into the virtual levels. To construct approximations, calculations were performed for the uniform electron gas. The expectation that atomic systems would behave locally like a uniform electron gas with the unoccupied levels shifted up by a constant close to the atomic excitation energies is not confirmed by exploratory calculations on atoms. Some perturbation theory expressions are also given and suggest an approach to self-interaction free-correlation energy functionals. (C) 1998 John Wiley & Sons, Inc. Int J Quant Chem 69: 581-590, 1998. [References: 28]
机译:将非局部算符添加到真实哈密顿量用于定义非相互作用(例如Kohn-Sham)参考系与真实参考系之间的绝热耦合。通过使用Hellmann-Feynman定理,表明当所添加的算子向上移动虚拟(非相互作用)能级时,相关能量与被转移到虚拟能级中的电子数量有关。为了构造近似值,对均匀的电子气进行了计算。通过对原子的探索性计算,无法确认原子系统会像均匀的电子气一样在局部行为,而未占据的能级会向上移动一个接近于原子激发能的常数。还给出了一些扰动理论表达式,并提出了一种自相互作用自由相关能量泛函的方法。 (C)1998 John Wiley&Sons,Inc. Int J Quant Chem 69:581-590,1998。[参考:28]

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