1978
DOI: 10.1103/physrevlett.40.1586
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Origin of Saturation Effects in Electron Transport

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Cited by 127 publications
(29 citation statements)
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“…It is then natural to look for extensions of the Boltzmann equations, which would extend the range of perturbation strengths that can be treated. 5,6 We find, however, that in, e.g., the A15 compounds the thermally excited phonons even at relatively small T tend to largely remove the effects of periodicity. In the semiclassical treatment of the phonons, the momentum conservation in the electronic system is lost already for temperatures of the order of a few hundred K. We therefore consider the opposite limit to the Boltzmann equation, where we assume that thermal excitations have completely destroyed periodicity.…”
mentioning
confidence: 64%
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“…It is then natural to look for extensions of the Boltzmann equations, which would extend the range of perturbation strengths that can be treated. 5,6 We find, however, that in, e.g., the A15 compounds the thermally excited phonons even at relatively small T tend to largely remove the effects of periodicity. In the semiclassical treatment of the phonons, the momentum conservation in the electronic system is lost already for temperatures of the order of a few hundred K. We therefore consider the opposite limit to the Boltzmann equation, where we assume that thermal excitations have completely destroyed periodicity.…”
mentioning
confidence: 64%
“…4 A proper theory of saturation is therefore needed. A number of theories have been put forward, [5][6][7] but no theory has been generally accepted. Due to the break-down of the semiclassical theory when l ∼ d, the concept of a mean free path itself becomes questionable for such small values of l. In this case we use Eq.…”
mentioning
confidence: 99%
“…In the case where the dependence of the G function upon the contact resistance R0 remains the same as in the case of the clean orifice, the T-model is applicable. In the latter case T = (Gapp .... t/Gexact) 2 (23) In the opposite situation, which evidences itself experimentally as a lack of dependence of the quantity V2/V~ on the value of R0, we have the case of a dirty contact.…”
Section: Spectral Line Intensitiesmentioning
confidence: 98%
“…Laughlin (1982) presented a theory where exchange interaction reduced the density of states and increased the Fermi velocity in such a way that resistivity saturation was obtained. Cote and Meisel (1978) and Morton et al (1978) proposed that an electron is only scattered by a phonon if the mean free path of the electron is longer than the phonon wave length. As T is increased and l becomes shorter, an increasing number of phonons become inefficient scatters.…”
Section: Early Theoretical Workmentioning
confidence: 99%