1998
DOI: 10.1103/physrevb.58.5143
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Calculated lattice relaxation in Pu-Ga

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Cited by 15 publications
(10 citation statements)
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“…5, containing twelve representative) spectra from these same samples all show three prominent features through R = 6Å that are independent of composition [20,21,25,35,36,59,60]. Curve-fits demonstrate that these features correspond to the first three shells of a contracted, quasi-fcc cluster that is nevertheless highly ordered with respect to the widths of these shells and that (Fig.…”
Section: The Composition Of σ Pu and The Homogeneous/heterogeneousmentioning
confidence: 87%
“…5, containing twelve representative) spectra from these same samples all show three prominent features through R = 6Å that are independent of composition [20,21,25,35,36,59,60]. Curve-fits demonstrate that these features correspond to the first three shells of a contracted, quasi-fcc cluster that is nevertheless highly ordered with respect to the widths of these shells and that (Fig.…”
Section: The Composition Of σ Pu and The Homogeneous/heterogeneousmentioning
confidence: 87%
“…Faure et al [4] have studied such a behavior as function of Ga composition. While non-spin-polarized LDA calculations do not reproduce the experimental interatomic distance [25], in a very recent study, Sadigh and Wolfer [11] have shown that spin-polarized DFT is able to predict the observed departure from fcc symmetry for an alloy composition of 3.2 at.% Ga. Here, we propose to study plutonium-plutonium and plutonium-gallium distances as a function of composition using a supercell of 108 atoms.…”
Section: Local Relaxation Around Gallium Impuritymentioning
confidence: 94%
“…In spite of these attempts, a fundamental understanding of the electronic structure properties of Pu, and the mechanisms responsible for the to volume collapse is still lacking. As a direct consequence of this lack of understanding, the phase stability properties of Pu alloys are still poorly described from a fundamental standpoint [9][10][11][12][13]. For example [14,15], the solubility limits of Ga in and Pu (respectively 12.5 and 20 at.%), and the definite tendency toward ordering and phase formation (with the existence of six intermediate phases stable at room temperature) still need to be explained.…”
Section: T T T H H H E E E R R R M M M O O O D D D Y Y Y N N N a A A mentioning
confidence: 99%