Two-dimensional hole precession in an all-semiconductor spin field effect transistor
arXiv:cond-mat/0307354 · doi:10.1103/PhysRevB.69.045304
Abstract
We present a theoretical study of a spin field-effect transistor realized in a quantum well formed in a p--doped ferromagnetic-semiconductor- nonmagnetic-semiconductor-ferromagnetic-semiconductor hybrid structure. Based on an envelope-function approach for the hole bands in the various regions of the transistor, we derive the complete theory of coherent transport through the device, which includes both heavy- and light-hole subbands, proper modeling of the mode matching at interfaces, integration over injection angles, Rashba spin precession, interference effects due to multiple reflections, and gate-voltage dependences. Numerical results for the device current as a function of externally tunable parameters are in excellent agreement with approximate analytical formulae.
9 pages, 11 figures
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- Semiclassical Time Evolution of the Holes from Luttinger Hamiltonian
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- Direct optical detection of pure spin current in semiconductors
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- Electron scattering from a mesoscopic disk in Rashba system