An efficient multiband envelope function approximation method for spintronics

We have developed an eight-band finite-difference envelope function approximation model capable of reproducing in almost all situations the true D(2d) or C(2v) symmetry of [001] grown zinc-blende heterostructures. We have used our model to study the relative contributions of the bulk inversion asymm...

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Published inNanotechnology Vol. 14; no. 2; pp. 308 - 311
Main Authors Cartoixà, X, Ting, D Z-Y, McGill, T C
Format Journal Article Conference Proceeding
LanguageEnglish
Published Bristol IOP Publishing 01.02.2003
Institute of Physics
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Abstract We have developed an eight-band finite-difference envelope function approximation model capable of reproducing in almost all situations the true D(2d) or C(2v) symmetry of [001] grown zinc-blende heterostructures. We have used our model to study the relative contributions of the bulk inversion asymmetry (BIA) and structural inversion asymmetry to the spin splitting in the conduction band of asymmetric AlSb/GaSb/InAs/AlSb quantum wells, and clarify apparently contradictory statements about the relative magnitude of the two contributions. We show that, in the system under study, the inclusion of BIA effects changes considerably the angular dependence and the magnitude of the splitting. We also investigate how BIA changes the transmission properties of a resonant tunneling structure.
AbstractList We have developed an eight-band finite-difference envelope function approximation model capable of reproducing in almost all situations the true D(2d) or C(2v) symmetry of [001] grown zinc-blende heterostructures. We have used our model to study the relative contributions of the bulk inversion asymmetry (BIA) and structural inversion asymmetry to the spin splitting in the conduction band of asymmetric AlSb/GaSb/InAs/AlSb quantum wells, and clarify apparently contradictory statements about the relative magnitude of the two contributions. We show that, in the system under study, the inclusion of BIA effects changes considerably the angular dependence and the magnitude of the splitting. We also investigate how BIA changes the transmission properties of a resonant tunneling structure.
Author Cartoixà, X
McGill, T C
Ting, D Z-Y
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Issue 2
Keywords Band structure
Gallium antimonides
Semiconductor quantum wells
Theoretical study
Resonant tunnelling
Aluminium antimonides
Indium arsenides
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SubjectTerms Condensed matter: electronic structure, electrical, magnetic, and optical properties
Electronic structure and electrical properties of surfaces, interfaces, thin films and low-dimensional structures
Exact sciences and technology
Physics
Surface and interface electron states
Surface states, band structure, electron density of states
Title An efficient multiband envelope function approximation method for spintronics
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