1938
DOI: 10.1103/physrev.54.899
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The Nature of the Interatomic Forces in Metals

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Cited by 691 publications
(281 citation statements)
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“…He calculates the atomic radii using a relationship which accounts for both the number of available bonds, determined by valence, and the radius of a single resonant bond. [54][55][56] In Table II one sees that the EXAFS-calculated atomic radii for the Cu and Fe standards are in good agreement with those measured by XRD and those calculated by both Goldschmidt and Pauling. Although there are statistically significant differences, that likely stem from the limitations of the EXAFS simulation codes, as a whole these differences are small and the agreement is excellent.…”
Section: Near-neighbor Modeling Of the Extended X-ray-absorption Fmentioning
confidence: 55%
“…He calculates the atomic radii using a relationship which accounts for both the number of available bonds, determined by valence, and the radius of a single resonant bond. [54][55][56] In Table II one sees that the EXAFS-calculated atomic radii for the Cu and Fe standards are in good agreement with those measured by XRD and those calculated by both Goldschmidt and Pauling. Although there are statistically significant differences, that likely stem from the limitations of the EXAFS simulation codes, as a whole these differences are small and the agreement is excellent.…”
Section: Near-neighbor Modeling Of the Extended X-ray-absorption Fmentioning
confidence: 55%
“…In the first group, the Y positions were occupied by Sc,...,Ni with the restriction that the Y element was always lighter than the element on X positions or equal. For the third group, the X position was occupied by the Slater [7] and Pauling [8] reported first that the magnetic moments (m) of 3d elements and their binary compounds can be described by the mean number of valence electrons (n V ) per atom. The rule distinguishes the dependence of m(n V ) into two regions.…”
Section: Calculation Of the Electronic Structurementioning
confidence: 99%
“…This was a prediction method for the appearance of the undesirable brittle phases in the face-centered cubic (fcc) matrix. The parameter used for this prediction is electron vacancy number (Nv) that was the number of vacancies or electron holes existing above the Fermi level in the metal d-band proposed by Pauling 19) . The solid solubility problem of alloys had been treated by the classical parameters of electronegativity and the atomic radius.…”
Section: Introductionmentioning
confidence: 99%