Universal Rashba Spin Precession of Two-Dimensional Electrons and Holes
arXiv:cond-mat/0212560 · doi:10.1209/epl/i2003-10195-x
Abstract
We study spin precession due to Rashba spin splitting of electrons and holes in semiconductor quantum wells. Based on a simple analytical expression that we derive for the current modulation in a broad class of experimental situations of ferromagnet/nonmagnetic semiconductor/ferromagnet hybrid structures, we conclude that the Datta-Das spin transistor (i) is feasible with holes and (ii) its functionality is not affected by integration over injection angles. The current modulation shows a universal oscillation period, irrespective of the different forms of the Rashba Hamiltonian for electrons and holes. The analytic formulas approximate extremely well exact numerical calculations of a more elaborate Kohn--Luttinger model.
arXiv comment7 pages, 2 eps figures included, minor changes
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- Multichannel effects in Rashba quantum wires
- Interference of heavy holes in an Aharonov-Bohm ring
- Interplay between resonant tunneling and spin precession oscillations in all-electric all-semiconductor spin transistors
- Revisit the spin-FET: Multiple reflections, inelastic scattering, and lateral size effects
- Controlled rotation of electrically injected spins in a non-ballistic spin field-effect transistor
- Conductance oscillations of a spin-orbit stripe with polarized contacts
- Voltage controlled spin precession in InAs quantum wells
- The spin-double refraction in two-dimensional electron gas