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85038332796
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For the currently typical experimental values of the spin-orbit Rashba parameter, the spin-orbit hopping parameter is estimated to range between (Formula presented) and (Formula presented), approximately
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For the currently typical experimental values of the spin-orbit Rashba parameter, the spin-orbit hopping parameter is estimated to range between (Formula presented) and (Formula presented), approximately.
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0004402873
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0034670907
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The Coulomb interactions in a strictly one-dimensional channel with the Rashba interaction have been recently studied within the Tomonaga-Luttinger model by A. V. Moroz, K. V. Samokhin, and C. H. W. Barnes, Phys. Rev. B 62, 16 900 (2000), and it has been argued by
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cond-mat/0101375 (unpublished) that the interactions would enhance the spin precession at low densities in such models
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W. Häusler, cond-mat/0101375 (unpublished) that the interactions would enhance the spin precession at low densities in such models.
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Häusler, W.1
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85038277316
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The differential phase shift, Eq. (2), is rewritten in terms of the strength of the spin-orbit coupling by (Formula presented) where (Formula presented) is the strength of spin-orbit hopping parameter in units of (Formula presented)
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The differential phase shift, Eq. (2), is rewritten in terms of the strength of the spin-orbit coupling by (Formula presented) where (Formula presented) is the strength of spin-orbit hopping parameter in units of (Formula presented).
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29
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85038289352
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In contrast to Shubnikov-de Haas oscillations the beating in Fig. 99 is a quantum interference effect. If a large number of channels is present more complicated patterns emerge
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In contrast to Shubnikov-de Haas oscillations the beating in Fig. 99 is a quantum interference effect. If a large number of channels is present more complicated patterns emerge.
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0001386957
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