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Analysis of correlation function and polarization entanglement of photon pairs generated from anisotropic semiconductor quantum dot

机译:各向异性半导体量子点产生的光子对的相关函数和极化纠缠分析

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摘要

The dynamics of the population density matrix and polarization density matrix of the biexciton system of single semiconductor quantum dots with pulse excitation were analyzed by using master equations and quantum regression theorem. A model based on the spectral distributions of the cascade photon emissions was proposed to calculate the polarization entanglement of the photon pairs emitted from the non-degenerate biexciton system with spectral filters. The influences of the spectral filter width and the exciton energy splitting between the two orthogonally polarized eigenstates on the entanglement were theoretically analyzed. The dependence of the polarization entanglement on the input pulse area was also discussed.
机译:利用主方程和量子回归定理,分析了具有脉冲激励的单半导体量子点双激子系统的种群密度矩阵和极化密度矩阵的动力学。提出了一种基于级联光子发射光谱分布的模型,以计算具有光谱滤波器的非简并双激子系统发射的光子对的偏振纠缠。从理论上分析了光谱滤波器的宽度和激子能量在两个正交极化本征态之间的分裂对纠缠的影响。还讨论了偏振纠缠对输入脉冲面积的依赖性。

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