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Interface Contributions to the Spin-Orbit Interaction Parameters of Electrons at the (001) GaAs/AlGaAs Interface

机译:对自旋轨道相互作用参数的界面贡献   (001)Gaas / alGaas界面处的电子

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摘要

One-body mechanisms of spin splitting of the energy spectrum of 2D electronsin a one-side doped (001) GaAs/Al$_x$Ga$_{1-x}$As quantum well have beenstudied theoretically and experimentally. The interfacial spin splitting hasbeen shown to compensate (enhance) considerably the contribution of the bulkDresselhaus (Bychkov-Rashba) mechanism. The theoretical approach is based onthe solution of the effective mass equation in a quasitriangular wellsupplemented by a new boundary condition at a high and atomically sharpheterobarrier. The model takes into account the spin-orbit interaction ofelectrons with both bulk and interfacial crystal potential having C$_{2v}$symmetry, as well as the lack of inversion symmetry and nonparabolicity of theconduction band in GaAs. The effective 2D spin Hamiltonian including both bulkand interfacial contributions to the Dresselhaus ($\alpha_{BIA}$) and Rashba($\alpha_{SIA}$) constants has been derived. The analytical relation betweenthese constants and the components of the anisotropic nonlinear $g$-factortensor in an oblique quantizing magnetic field has been found. The experimentalapproach is based, on one hand, on the detection of electron spin resonance inthe microwave range and, on the other hand, on photoluminescence measurementsof the nonparabolicity parameter. The interfacial contributions to$\alpha_{BIA}$ and $\alpha_{SIA}$ have been found from comparison with thetheory.
机译:从理论和实验上研究了单侧掺杂(001)GaAs / Al $ _x $ Ga $ _ {1-x} $ As量子阱中2D电子能谱的自旋分裂的单机理。界面自旋分裂已显示出可大大补偿(增强)bulkDresselhaus(Bychkov-Rashba)机制的贡献。该理论方法是基于在高原子原子锐异势垒下由新边界条件补充的准三角井中有效质量方程的解。该模型考虑了具有C $ _ {2v} $对称性且具有体晶和界面晶体电势的电子的自旋轨道相互作用,以及在GaAs中缺乏反演对称性和导带的非抛物线性。得出了有效的二维自旋哈密顿量,包括对Dresselhaus($ \ alpha_ {BIA} $)和Rashba($ \ alpha_ {SIA} $)常数的体积和界面贡献。发现了这些常数与倾斜量化磁场中各向异性非线性$ g $因子的成分之间的解析关系。实验方法一方面基于微波范围内电子自旋共振的检测,另一方面基于非抛物线参数的光致发光测量。通过与理论的比较,发现对$ \ alpha_ {BIA} $和$ \ alpha_ {SIA} $的界面贡献。

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