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- W2093093863 abstract "Abstract A large peak is found at 3.2 Tesla (T) in the second derivative curve of longitudinal magneto-Seebeck coefficient (- ∂ 2 α ‖ / ∂H 2 of p -type tellurium below 20 K under the magnetic field H ‖ c . The peak height is rapidly increasing with decreasing temperature, in contrast to disappearance of the usual oscillation due to LO phonon which is observed between 20 and 100 K. A small peak is also appreciable in the second derivative of longitudinal magnetoresistance (- ∂ 2 ϱ ‖ / ∂H 2 at the same field of 3.2 T. The peaks both in - ∂ 2 α ‖ / ∂H 2 and - ∂ 2 ϱ ‖ / ∂H 2 are interpreted as a resonance peak due to the intervalley scattering by longitudinal acoustic (LA) phonon between the two valleys split off by inversion asymmetry splitting (μ B GH ). This interpretation gives a value of G as 5.5 in good agreement with the value of G = 5 ± 1 determined by the Shubnikov-de Haas experiment. It is explained by t he phonon drag effect based on this interpretation that the peak of - ∂ 2 α ‖ / ∂H 2 is much more prominent than that of - ∂ 2 ϱ ‖ / ∂H 2 and increases with decreasing temperature." @default.
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- W2093093863 date "1982-12-01" @default.
- W2093093863 modified "2023-09-27" @default.
- W2093093863 title "Intervalley magnetophonon resonance peak of thermoelectric power in the phonon drag region of p-Te" @default.
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- W2093093863 doi "https://doi.org/10.1016/0038-1098(82)90465-3" @default.
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