Spin diffusion/transport in $n$-type GaAs quantum wells

Abstract

The spin diffusion/transport in $n$-type (001) GaAs quantum well at high temperatures ($\ge 120$ K) is studied by setting up and numerically solving the kinetic spin Bloch equations together with the Poisson equation self-consistently. All the scattering, especially the electron-electron Coulomb scattering, is explicitly included and solved in the theory. This enables us to study the system far away from the equilibrium, such as the hot-electron effect induced by the external electric field parallel to the quantum well. We find that the spin polarization/coherence oscillates along the transport direction even when there is no external magnetic field. We show that when the scattering is strong enough, electron spins with different momentums oscillate in the same phase which leads to equal transversal spin injection length and ensemble transversal injection length. It is also shown that the intrinsic scattering is already strong enough for such a phenomena. The oscillation period is almost independent on the external electric field which is in agreement with the latest experiment in bulk system at very low temperature [Europhys. Lett. {\bf 75}, 597 (2006)]. The spin relaxation/dephasing along the diffusion/transport can be well understood by the inhomogeneous broadening, which is caused by the momentum-dependent diffusion and the spin-orbit coupling, and the scattering. The scattering, temperature, quantum well width and external magnetic/electric field dependence of the spin diffusion is studied in detail.

12 pages, 6 figures, to be published in J Appl. Phys

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• Spin diffusion in Si/SiGe quantum wells: spin relaxation in the absence of D'yakonov-Perel' relaxation mechanism
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• Non-Markovian hole spin kinetics in $p$-type GaAs quantum wells
• Spin diffusion in p-type bilayer WSe${}_2$
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• Voltage controlled spin precession in InAs quantum wells
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• Microscopic theory for the Doppler velocimetry of spin propagation in semiconductor quantum wells
• Spin diffusion in $n$-type (111) GaAs quantum wells