Title :
Spin transport in nanowires
Author :
Praman, Sandipan ; Bandyopadhyay, Supriyo ; Cahay, M.
Author_Institution :
Dept. of Electr. Eng., Virginia Commonwealth Univ., Richmond, VA, USA
Abstract :
We study high-field spin transport of electrons in a quasi one-dimensional channel of a GaAs gate controlled spin interferometer (SPINFET) using a semiclassical formalism (spin density matrix evolution coupled with Boltzmann transport equation). Spin dephasing (or depolarization) is predominantly caused by D´yakonov-Perel´ relaxation associated with momentum dependent spin orbit coupling effects that arise due to bulk inversion asymmetry (Dresselhaus spin orbit coupling) and structural inversion asymmetry (Rashba spin orbit coupling). Spin dephasing length in a one dimensional channel has been found to be an order of magnitude higher than that in a two dimensional channel. This study confirms that the ideal configuration for a SPINFET is one where the ferromagnetic source and drain contacts are magnetized along the axis of the channel. The spin dephasing length in this case is about 22.5 μm at lattice temperature of 30 K and 10 μm at lattice temperature of 77 K for an electric field of 2 kV/cm. Spin dephasing length has been found to be weakly dependent on the driving electric field and strongly dependent on the lattice temperature.
Keywords :
Boltzmann equation; III-V semiconductors; Monte Carlo methods; electric field effects; gallium arsenide; nanowires; one-dimensional conductivity; spin polarised transport; spin-orbit interactions; 10 micron; 22.5 micron; 30 K; 77 K; Boltzmann transport equation; D´yakonov-Perel´ relaxation; Dresselhaus spin orbit coupling; GaAs; GaAs gate controlled spin interferometer; Rashba spin orbit coupling; bulk inversion asymmetry; depolarization; drain contacts; electric field; ferromagnetic source; high field spin transport; lattice temperature; momentum dependent spin orbit coupling effects; nanowires; quasi one dimensional channel; spin density matrix; spin dephasing length; structural inversion; Computer science; Distribution functions; Electrons; Lattices; Monte Carlo methods; Nanowires; Particle scattering; Polarization; Temperature; Wire;
Conference_Titel :
Nanotechnology, 2003. IEEE-NANO 2003. 2003 Third IEEE Conference on
Print_ISBN :
0-7803-7976-4
DOI :
10.1109/NANO.2003.1231721