2007
DOI: 10.1016/j.physb.2006.08.005
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Optical properties of the filled skutterudite LaFe4P12

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Cited by 5 publications
(3 citation statements)
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References 26 publications
(29 reference statements)
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“…It has been found that the calculated optical properties for AsNMg 3 and SbNMg 3 [19], ZnY (Y = S, Se and Te) [20], SrX(X = S, Se and Te) [21] and LaFe 4 P 12 [22] are in excellent agreement with the experimental findings, and we have therefore used the same theory to predict the optical properties of Fe 2 TiSn. To our knowledge, there are no experimental data concerning the imaginary parts of the dielectric function for the Fe 2 TiSn.…”
Section: Resultssupporting
confidence: 65%
“…It has been found that the calculated optical properties for AsNMg 3 and SbNMg 3 [19], ZnY (Y = S, Se and Te) [20], SrX(X = S, Se and Te) [21] and LaFe 4 P 12 [22] are in excellent agreement with the experimental findings, and we have therefore used the same theory to predict the optical properties of Fe 2 TiSn. To our knowledge, there are no experimental data concerning the imaginary parts of the dielectric function for the Fe 2 TiSn.…”
Section: Resultssupporting
confidence: 65%
“…Thus, |dT c /dP 0GPa | is larger than |dT c /dP 8GPa | for YFe 4 P 12 , whereas |dT c /dP 0GPa | is smaller than |dT c /dP 0GPa | for YRu 4 P 12 . The D(E F ) of LaFe 4 P 12 and that of LaRu 4 P 12 are also estimated by the band calculation [14,15]. The pressure dependences of T c 's of LaT 4 P 12 (T =Fe, Ru) can be explained by the variation in pressure dependence of D(E F ) [14].…”
Section: Resultsmentioning
confidence: 99%
“…The full‐potential linear augmented plane method (FP‐LAPW‐DFT) implemented in the WIEN2K code3 is one of the most used in the literature to simulate the ELF spectra4. In most cases, this approach reproduces fairly well the experimental spectra but the nature of the interband transitions is rarely investigated5, 6. Another approach to calculate the ELF function is based on the “sum over states” (SOS) calculation of static and dynamic polarizability using the one‐electron eigenfunctions and eigenvalues provided by the periodic code CRYSTAL097.…”
Section: Introductionmentioning
confidence: 99%