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Dynamics-controlled truncation scheme for quantum optics and nonlinear dynamics in semiconductor microcavities

机译:半导体微腔中量子光学和非线性动力学的动力学控制截断方案

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摘要

We present a systematic theory of Coulomb-induced correlation effects in the nonlinear optical processes within the strong-coupling regime. In this paper, we shall set a dynamics controlled truncation scheme microscopic treatment of nonlinear parametric processes in semiconductor microcavities including the electromagnetic field quantization. It represents the starting point for the microscopic approach to quantum optics experiments in the strong-coupling regime without any assumption on the quantum statistics of electronic excitations (excitons) involved. We exploit a previous technique, which was used in the semiclassical context, which, once applied to four-wave mixing in quantum wells, allowed us to understand a wide range of observed phenomena. We end up with dynamical equations for exciton and photon operators, which extend the usual semiclassical description of Coulomb interaction effects in terms of a mean-field term plus a genuine noninstantaneous four-particle correlation to quantum optical effects.
机译:我们提出了在强耦合范围内的非线性光学过程中库仑诱导的相关效应的系统理论。在本文中,我们将设置动力学控制的截断方案微观处理半导体微腔中的非线性参数过程,包括电磁场量化。它代表了在强耦合条件下进行量子光学实验的微观方法的起点,而对所涉及的电子激发(激子)的量子统计没有任何假设。我们利用了一种先前的技术,该技术用于半经典环境,该技术一旦应用于量子阱中的四波混合,便使我们能够了解广泛的观测现象。我们最后得到了激子和光子算子的动力学方程,该方程用通常的半经典描述形式对库仑相互作用效应进行了扩展,其中包括平均场项以及与量子光学效应真正的非瞬时四粒子相关性。

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