2015
DOI: 10.1103/physrevlett.115.076602
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Spin Hall Effects Due to Phonon Skew Scattering

Abstract: A diversity of spin Hall effects in metallic systems is known to rely on Mott skew scattering. In this work its high-temperature counterpart, phonon skew scattering, which is expected to be of foremost experimental relevance, is investigated. In particular, the phonon skew scattering spin Hall conductivity is found to be practically T independent for temperatures above the Debye temperature T D . As a consequence, in Rashba-like systems a high-T linear behavior of the spin Hall angle demonstrates the dominance… Show more

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Cited by 33 publications
(38 citation statements)
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“…While the observed non-monotonic behavior is unexpected and cannot be explained following the established phenomenological analysis [23,24], it is compatible with the temperature scaling derived from the microscopic theory [22]. The importance of "ultra-clean" Fig.…”
supporting
confidence: 69%
“…While the observed non-monotonic behavior is unexpected and cannot be explained following the established phenomenological analysis [23,24], it is compatible with the temperature scaling derived from the microscopic theory [22]. The importance of "ultra-clean" Fig.…”
supporting
confidence: 69%
“…Fig. 3(a) shows that Θ B increases linearly with increasing temperature, suggesting the dominant role of the phonon skew scattering mechanism [19,41]. The interfacial contribution is typically of much larger magnitude than the bulk value and its temperature dependence is opposite to the bulk term, namely instead of decreasing, it increases at lower temperature.…”
Section: A Magnetization Parallel To the Transport Direction (M ẑ)mentioning
confidence: 96%
“…We assume that the system has sharp boundaries at y = ±W /2, and consider a particular case in which the injected spin current is polarized in the x-direction, j a 0 = δ ax j x 0 in Eq. (45). In order to find the redistribution of the electrochemical potential, we need solve the charge continuity equation, ∂ k j k = 0, with j k of Eq.…”
Section: Local Charge Currents Due To the Spin-galvanic Effect Inmentioning
confidence: 99%
“…At the boundary between the two regions, x = 0, we impose the continuity of the spin currents and spin densities, and at x = −L the condition Eq. (45). When the injected current j a 0 is polarized in a = x or a = z directions, Sec.…”
mentioning
confidence: 99%