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AB INITIO ALL-ELECTRON DIRAC-FOCK-BREIT CALCULATIONS FOR UF6

机译:UF6的AB INITIO全电子DIRAC-FAK-BIT计算

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Ab initio all-electron Dirac-Fock-Breit, and Hartree-Fock calculations are reported for UF6, assuming the experimental octahedral geometry, The spin-orbit (S-O) splitting is calculated for all the ground state levels of UF6 and the calculated S-O splittings for the 4a, 5d, and 4f levels are in excellent agreement with those reported experimentally by Martensson et al. [J. Chem. Phys. 80, 5456 (1984)]. The magnetic part of the Breit interaction for UF6 is calculated via perturbation theory as 42 hartrees (1145 eV). Our Hartree-Fock, Dirac-Fock, and Dirac-Fock-Breit wave functions predict UF6 to be bound with dissociation energy of 13.71, 23.53, and 23.27 ev, respectively. Relativistic effects lead to about 70% increment in the predicted dissociation energy of UF6. Our calculations show that the relativistic effects are so large for UF6 that it is imperative to treat them using Dirac's fully relativistic equation. (C) 1996 American Institute of Physics. [References: 38]
机译:假设实验为八面体几何形状,报告了UF6的从头算起的全电子Dirac-Fock-Breit和Hartree-Fock计算,计算了UF6的所有基态水平的自旋轨道(SO)分裂和计算出的SO分裂4a,5d和4f的水平与Martensson等人实验报道的水平非常一致。 [J.化学物理80,5456(1984)]。 UF6的Breit相互作用的磁性部分通过微扰理论计算为42 hartrees(1145 eV)。我们的Hartree-Fock,Dirac-Fock和Dirac-Fock-Breit波函数预测UF6分别具有13.71、23.53和23.27 ev的解离能。相对论效应导致UF6的预计解离能增加了约70%。我们的计算表明,UF6的相对论效应是如此之大,以至于必须使用狄拉克的完全相对论方程对其进行处理。 (C)1996年美国物理研究所。 [参考:38]

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