Please use this identifier to cite or link to this item: https://repositorio.ufba.br/handle/ri/16066
metadata.dc.type: Artigo de Periódico
Title: Variational analysis of the Rashba splitting in III–V semiconductor inversion layers
Other Titles: Physical Review B
Authors: Silva, A. Ferreira da
Sandoval, M. A. Toloza
Silva, E. A. de Andrada e
Rocca, G. C. La
metadata.dc.creator: Silva, A. Ferreira da
Sandoval, M. A. Toloza
Silva, E. A. de Andrada e
Rocca, G. C. La
Abstract: A spin-dependent variational theory is used to analyze the Rashba spin-orbit splitting in two-dimensional electron gases formed in III–V semiconductor inversion layers. The spin split conduction subbands in CdTe/InSb, insulator/InAs, InP/InGaAs, InAlAs/InGaAs, and AlGaAs/GaAs heterojunctions are calculated. The theory, presented here in detail, is based on the 8 × 8 k⋅p Kane model and on the introduction of simple and convenient spin-dependent Fang-Howard trial functions, and leads to analytical expressions for the split subbands, as well as allows for a detailed knowledge of the Rashba spin-orbit coupling, including its explicit dependence on structure parameters and its decomposition into separate contributions. The Rashba coupling parameter and the population difference in the spin-split subbands, as experimentally determined from the beating pattern of the Shubnikov-de Haas (SdH) oscillations, are obtained as a function of the electron density (ns). The separate contributions to the particularly large Rashba splitting in CdTe/InSb heterojunctions are also computed and discussed. It is shown, for example, that due to the spin-dependent boundary conditions, the direct Rashba spin-orbit coupling term in the effective Hamiltonian dominates the splitting only for ns>1010 cm−2 while it is the barrier penetration kinetic energy term that gives the largest contribution to the Rashba effect at lower densities.
metadata.dc.publisher.country: Brasil
metadata.dc.rights: Acesso Aberto
URI: http://repositorio.ufba.br/ri/handle/ri/16066
Issue Date: 2011
Appears in Collections:Artigo Publicado em Periódico (FIS)

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