Spin-relaxation time in the impurity band of wurtzite semiconductors
arXiv:1706.07318 · doi:10.1103/PhysRevB.96.125205
Abstract
The spin-relaxation time for electrons in the impurity band of semiconductors with wurtzite crystal structure is determined. The effective Dresselhaus spin-orbit interaction Hamiltonian is taken as the source of the spin relaxation at low temperature and for doping densities corresponding to the metallic side of the metal-insulator transition. The spin-flip hopping matrix elements between impurity states are calculated and used to set up a tight-binding Hamiltonian that incorporates the symmetries of wurtzite semiconductors. The spin-relaxation time is obtained from a semiclassical model of spin diffusion, as well as from a microscopic self-consistent diagrammatic theory of spin and charge diffusion in doped semiconductors. Estimates are provided for particularly important materials. The theoretical spin-relaxation times compare favorably with the corresponding low-temperature measurements in GaN and ZnO. For InN and AlN, we predict that tuning of the spin-orbit coupling constant induced by an external potential leads to a potentially dramatic increase of the spin-relaxation time related to the mechanism under study.
27 pages, 1 figure
References in corpus (12)
- Emergent Phenomena Induced by Spin-Orbit Coupling at Surfaces and Interfaces
- Measurement of Rashba and Dresselhaus spin-orbit magnetic fields
- Strong tuning of Rashba spin orbit interaction in single InAs nanowires
- Room temperature spin coherence in ZnO
- Spin orbit coupling in bulk ZnO and GaN
- Suppression of the D'yakonov-Perel' spin relaxation mechanism for all spin components in [111] zincblende quantum wells
- Theory of Electron Spin Relaxation in ZnO
- Electrical control of spin coherence in ZnO
- Relaxation mechanism for electron spin in the impurity band of n-doped semiconductors
- Temperature dependence of the spin relaxation in highly degenerate ZnO thin films
- Spin relaxation in -type ZnO quantum wells
- Electron Spin Relaxation in Two Polymorphic Structures of GaN