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Realistic multiband k.p approach from ab initio and spin-orbit coupling effects of InAs and InP in wurtzite phase

机译:从头算和自旋轨道耦合的现实多波段k.p方法   Inas和Inp在纤锌矿相中的作用

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摘要

Semiconductor nanowires based on non-nitride III-V compounds can besynthesized under certain growth conditions to favor the appearance of wurtzitecrystal phase. Despite the reports in literature of ab initio band structuresfor these wurtzite compounds, we still lack effective multiband models andparameter sets that can be simply used to investigate physical properties ofsuch systems, for instance, under quantum confinement effects. In order toaddress this deficiency, in this study we calculate the ab initio bandstructure of bulk InAs and InP in wurtzite phase and develop an 8$\times$8 k.pHamiltonian to describe the energy bands around $\Gamma$ point. We show thatour k.p model is robust and can be fitted to describe the important features ofthe ab initio band structure. The correct description of the spin splittingeffects that arise due to the lack of inversion symmetry in wurtzite crystals,is obtained with the $k$-dependent spin-orbit term in the Hamiltonian, oftenneglected in the literature. All the energy bands display a Rashba-like spintexture for the in-plane spin expectation value. We also provide the density ofstates and the carrier density as functions of the Fermi energy. Alternatively,we show an analytical description of the conduction band, valid close to$\Gamma$ point. The same fitting procedure is applied to the 6$\times$6 valenceband Hamiltonian. However, we find that the most reliable approach is the8$\times$8 k.p Hamiltonian for both compounds. The k.p Hamiltonians andparameter sets that we develop in this paper provide a reliable theoreticalframework that can be easily applied to investigate electronic, transport,optical, and spin properties of InAs- and InP-based nanostructures.
机译:可以在某些生长条件下合成基于非氮化物III-V化合物的半导体纳米线,以有利于纤锌矿晶体相的出现。尽管有文献报道了这些纤锌矿化合物的从头开始能带结构,但我们仍然缺乏有效的多能带模型和参数集,这些模型和参数集仅可用于研究此类系统的物理性质,例如在量子约束效应下。为了解决这一缺陷,在这项研究中,我们计算了纤锌矿相中InAs和InP块的从头算带结构,并开发了一个8×8 k.pHamiltonian来描述$ \ Gamma $点附近的能带。我们表明,我们的k.p模型是稳健的,可以用来描述从头算带结构的重要特征。由于在纤锌矿晶体中缺乏反演对称性而产生的自旋分裂效应的正确描述是通过哈密顿量中依赖于kk的自旋轨道项获得的,在文献中经常被忽略。对于平面内自旋期望值,所有能带都显示出类似Rashba的自旋纹理。我们还提供了费米能量的状态密度和载流子密度。或者,我们显示对导带的分析描述,其有效点接近$ \ Gamma $点。相同的拟合过程适用于6 $ \ times $ 6价带哈密顿量。但是,我们发现最可靠的方法是两种化合物的8×8 k.p哈密顿量。我们在本文中开发的k.p哈密顿量和参数集提供了可靠的理论框架,可以轻松地用于研究基于InAs和InP的纳米结构的电子,输运,光学和自旋性质。

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