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Quantum phase fluctuations of coherent light coupled to a direct band-gap semiconductor

机译:耦合到直接带隙半导体的相干光的量子相波动

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The coherent light interacting with a direct band-gap semiconductor is modelled as two coupled harmonic oscillators with Kerr-type nonlinearity in one of the oscillators. By considering the nonlinearity in the exciton mode, we derive approximate analytical solutions of the coupled differential equations involving two bosonic modes. For both photon and exciton modes which are in initial coherent states, we calculate the phase fluctuation parameters due to Carruthers and Nieto. We have used the Pegg–Barnett formalism for defining the useful phase operators. We report the increase and decrease of phase fluctuation parameters of input radiation field compared to its initial values. Effects of vacuum field on the phase fluctuation parameters are found distinctly different from their counterparts without vacuum. The complete analytical approach of the present investigation is substantiated by the numerical calculations based on QuTip.
机译:与直接带间隙半导体相互作用的相干光被建模为两个耦合的谐波振荡器,其中一个振荡器中的kerr型非线性。 通过考虑激子模式中的非线性,我们导出了涉及两个旋转模式的耦合微分方程的近似分析解。 对于处于初始相干状态的光子和激子模式,我们计算Carruthers和Nieto引起的相位波动参数。 我们使用Pegg-Barnett形式主义来定义有用的相位运营商。 与其初始值相比,我们报告了输入辐射场相波动参数的增加和减少。 真空场对相波动参数的影响,发现与其对应物明显不同而没有真空。 本研究的完整分析方法是基于Quid的数值计算而证实。

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