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DENSITY FUNCTIONAL CALCULATIONS ON TRIPLY EXCITED STATES OF LITHIUM ISOELECTRONIC SEQUENCE

机译:锂等电子序列的三态激发态的密度泛函计算

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Triply excited states of many-electron atomic systems are characterized by the presence of strong electron correlation, closeness to more than one threshold, and degeneracy with many continua; therefore, they offer unusual challenges to theoretical methodologies. In the present article, we computed with reasonable accuracy all the n = 2 intrashell triply excited states (2s(2)2p(2)P; 2s2p(2 2)D, P-4, P-2, S-2; and 2p(3 2)D, P-2, S-4) of three-electron atomic systems (Z = 2, 3, 4, 6, 8, 10) by using a density functional formalism developed recently in our laboratory, based on the nonvariational Harbola-Sahni exchange potential in conjunction with a parametrized local Wigner and Lee-Yang-Parr correlation potentials. Nonrelativistic energies and densities are obtained by solving a Kohn-Sham-type differential equation. The calculated results are compared with available experimental and other theoretical data. The 2p(3)(S-4) --> 1s2p(2)(P-4) transition wavelength for the isoelectronic series is also computed. The overall good agreement of our results with the literature data indicates the reliability of the present density functional methodology for excited states of many-electron systems. (C) 1997 John Wiley & Sons, Inc. [References: 75]
机译:多电子原子系统的三重激发态的特征是存在强的电子相关性,接近一个以上的阈值以及具有许多连续性的简并性。因此,它们对理论方法提出了不同寻常的挑战。在本文中,我们以合理的精度计算了所有n = 2个壳内三重激发态(2s(2)2p(2)P; 2s2p(2 2)D,P-4,P-2,S-2;以及基于最近在我们实验室中开发的密度泛函形式论的三电子原子系统(Z = 2、3、4、6、8、10)的2p(3 2)D,P-2,S-4)不变的Harbola-Sahni交换势与参数化的局部Wigner和Lee-Yang-Parr相关势结合。非相对论能量和密度是通过求解Kohn-Sham型微分方程获得的。将计算结果与可用的实验数据和其他理论数据进行比较。还计算了等电子序列的2p(3)(S-4)-> 1s2p(2)(P-4)跃迁波长。我们的结果与文献数据的总体良好一致性表明,当前的密度泛函方法对于多电子系统的激发态是可靠的。 (C)1997 John Wiley&Sons,Inc. [参考:75]

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