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首页> 外文期刊>Physics Letters, A >Theoretical modeling for quantum-confined Stark effect due to internal piezoelectric fields in GaInN strained quantum wells
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Theoretical modeling for quantum-confined Stark effect due to internal piezoelectric fields in GaInN strained quantum wells

机译:GaInN应变量子阱中内部压电场引起的量子约束斯塔克效应的理论模型

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摘要

Recent experimental investigations revealed that the biaxial stress in thin InGaN layers grown on thick GaN layer induces a large piezoelectric field along [0001] orientation that causes red-shift in optical transitions and reduction in oscillator strengths because of spatial separation of the electron and hole wave functions. In this Letter based on theoretical modeling we determined the well width z-dependent effect on red-shifted quantum-confined Stark effect (QCSE) in GaN/InxGa1-xN (x = 0.13) strained quantum well structures. Analyses are based on the solution of Schrodinger equation in a finite well including the internal piezoelectric electric field (F) due to the strained polarization as the perturbation potential. Our theoretical results show: (1) the red-shift in optical transition has a quadratic well-width form as it is for infinite wells (Davies, 1998) [1], (2) assuming the model based on a carrier effective mass dependence on the width of quantum wells, m*(z), fits the experimental data (Takeuchi et al., 1997) [2] much more accurate compare to the model with constant effective mass, m*.
机译:最近的实验研究表明,在厚GaN层上生长的InGaN薄层中的双轴应力会沿[0001]方向感应出大的压电场,由于电子和空穴波的空间分离,会导致光学跃迁发生红移并降低振荡器强度。职能。在基于理论模型的这封信中,我们确定了GaN / InxGa1-xN(x = 0.13)应变量子阱结构中对红移量子限制斯塔克效应(QCSE)的阱宽z依赖效应。分析基于有限孔中薛定inger方程的解,该有限孔中包括由于应变极化引起的内部压电电场(F)作为扰动电位。我们的理论结果表明:(1)光学跃迁中的红移具有无限大井眼的二次方井宽形式(Davies,1998)[1],(2)假设模型基于载流子有效质量依赖性与具有恒定有效质量m *的模型相比,在量子阱宽度上的m *(z)拟合实验数据(Takeuchi等,1997)[2]更准确。

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