1997
DOI: 10.1016/s0921-4526(96)00840-x
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Optical phonons in the reflectivity spectrum of FeSi

Abstract: We measured the re ectivity of a single crystal of FeSi from the far-infrared to the visible region (50-20 000 cm 1 ), varying the temperature between 4 and 300 K. The optical conductivity function was obtained via Kramers-Kronig analysis. We observed a dirty metal-like behavior at room temperature and the opening of a gap of 70 meV at low temperature. Of the ve optical phonons expected from group theory analysis for this material only four have been observed in the far-infrared region.

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Cited by 13 publications
(12 citation statements)
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“…Similar temperature dependence properties were reported, instead, for the narrow-gap semiconductor FeSi: at low temperature FeSi is a paramagnetic insulator but it develops a pseudogap associated with a bad-metal state as temperature increases [36][37][38]. This anomalous behavior is explained well by spin fluctuations in the context of the theory of itinerant magnetism elaborated by Moriya [39].…”
supporting
confidence: 80%
“…Similar temperature dependence properties were reported, instead, for the narrow-gap semiconductor FeSi: at low temperature FeSi is a paramagnetic insulator but it develops a pseudogap associated with a bad-metal state as temperature increases [36][37][38]. This anomalous behavior is explained well by spin fluctuations in the context of the theory of itinerant magnetism elaborated by Moriya [39].…”
supporting
confidence: 80%
“…2). We observed the same peak (at the same resonant frequency) also on 1% Mg and 0.7% Si doped single crystals, but not on 5% and 10% Si doped samples, 12 where we did not find any sign of the SP transition also on the basis of magnetic susceptibility measurements.…”
supporting
confidence: 66%
“…37 Our results are similar to those obtained by other groups. 9,[38][39][40] The most striking feature is the strong temperature dependence of R() in the FIR spectral range, where the reflectivity changes from a metallic behavior at temperatures above 100 K by tending toward 100% for →0, to that of an insulator below 40 K. This can also easily be recognized on plots of the optical conductivity 1 (). As the temperature decreases, the low-frequency limit of 1 () drops continuously and, below 40 K, it is vanishing small, typical of insulators.…”
Section: Magnetic Susceptibilitymentioning
confidence: 99%