1980
DOI: 10.1007/bf00114325
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Phonon-limited mean free path in the Sondheimer oscillation of aluminum

Abstract: The phonon-limited part of the electron mean free path IHp, in aluminum has been investigated by the Sondheimer size effect for a magnetic field along the three principal crystallographic orientations in the temperature range 1.8-12 K. It is found that 1Hp decreases with temperature approximately as T -3 and varies from 1.4 • 10 -3 to 1.3 • 10 -2 cm, with the orbits responsible for the oscillations at 20 Ko The results are in agreement with a calculation based on the 4-OPW Fermi surface model and the anisotrop… Show more

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Cited by 6 publications
(6 citation statements)
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“…Key to observable SO is that electrons do not undergo large-angle scattering events on their path between the surfaces. We therefore have the condition that l MR > d 36 , 37 . As l MR ( T ) decreases with increasing temperature and the boundary scattering is assumed to be temperature-independent, the SO amplitude is suppressed as which allows us to estimate the bulk transport mean free path within a finite-size sample, even when d ≪ l MR .…”
Section: Discussionmentioning
confidence: 99%
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“…Key to observable SO is that electrons do not undergo large-angle scattering events on their path between the surfaces. We therefore have the condition that l MR > d 36 , 37 . As l MR ( T ) decreases with increasing temperature and the boundary scattering is assumed to be temperature-independent, the SO amplitude is suppressed as which allows us to estimate the bulk transport mean free path within a finite-size sample, even when d ≪ l MR .…”
Section: Discussionmentioning
confidence: 99%
“…As l MR ( T ) decreases with increasing temperature and the boundary scattering is assumed to be temperature-independent, the SO amplitude is suppressed as which allows us to estimate the bulk transport mean free path within a finite-size sample, even when d ≪ l MR . It is extracted as 36 : where A ( T ) is the SO amplitude at temperature T . A ( T = 0) is estimated by extrapolation, which is a robust procedure as the SO amplitude saturates at low but finite temperatures.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…Key to observable SO is that electrons do not undergo large-angle scattering events on their path between the surfaces. We therefore have the condition that l MR > d 36,37 . As l MR (T ) decreases with increasing temperature and the boundary scattering is assumed to be temperature-independent, the SO amplitude is suppressed as e −d/l MR (T ) which allows us to estimate the bulk transport mean-free-path within a finite-size sample, even when d l MR .…”
Section: Provides Viamentioning
confidence: 99%
“…As l MR (T ) decreases with increasing temperature and the boundary scattering is assumed to be temperature-independent, the SO amplitude is suppressed as e −d/l MR (T ) which allows us to estimate the bulk transport mean-free-path within a finite-size sample, even when d l MR . It is extracted as 36 :…”
Section: Provides Viamentioning
confidence: 99%