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Analysis of the strong coupling regime of a quantum well in a photonic crystal microcavity and its polarization dependence studied by the finite-difference time-domain method

机译:有限差分时域法研究光子晶体微腔中量子阱的强耦合态及其偏振相关性

摘要

We provide a methodology for the study of a photonic crystal microcavity and a quantum well (QW) in the strong coupling regime by finite difference in the time domain. Numerical results for an InP L7 photonic crystal microcavity coupled to an ideal QW are provided. A comparison of the time analysis processed by the discrete Fourier transform, the Padé approximant, and harmonic inversion is presented to optimize the computation time. We present a method to solve the uncertainty of the frequency spectrum depending on the starting time used in the spectral analysis. The influence of polarization anisotropy on strong coupling is studied. The Rabi splitting is exactly zero only when the induced polarization in the QW is aligned with a field component incompatible with the symmetry of the mode. © 2013 Optical Society of America.
机译:通过时域有限差分,我们提供了一种在强耦合状态下研究光子晶体微腔和量子阱(QW)的方法。提供了耦合到理想QW的InP L7光子晶体微腔的数值结果。比较了离散傅里叶变换,Padé近似值和谐波反演处理的时间分析,以优化计算时间。我们提出了一种根据频谱分析中使用的开始时间来解决频谱不确定性的方法。研究了极化各向异性对强耦合的影响。仅当QW中的感应极化与与模式对称性不兼容的场分量对准时,拉比分裂才恰好为零。 ©2013美国眼镜学会。

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