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Multimode laser model with coupled cavities and quantum noise

机译:具有耦合腔和量子噪声的多模激光模型

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摘要

A stochastic, semiclassical model is developed for a multimode, homogeneously broadened laser with rapid dipole dephasing, appropriate for semiconductor, Ti:sapphire, or dye lasers. The theory self-consistently incorporates population dynamics including temporal beating effects and relaxation oscillations, spatial hole burning, coherent-wave mixing, and quantum noise. The model is valid for single- and compound-cavity lasers in which the mode frequencies are well defined. We pay particular attention to finding a useful mode basis in the case that the gain medium does not completely fill the cavity. This situation can lead to coupled-cavity effects. For typical systems the model is valid for pump rates up to several times threshold and is tractable for numerical simulations. The theoretical development described in this paper is applied to an experimental system in a companion paper (J. Opt. Soc. Am. B 14, 180 (1997)]. (C) 1997 Optical Society of America.
机译:针对具有快速偶极移相的多模,均匀展宽的激光器,开发了一种随机的,半经典的模型,适用于半导体,Ti:蓝宝石或染料激光器。该理论自洽地结合了人口动力学,包括时间跳动效应和张弛振荡,空间空穴燃烧,相干波混合以及量子噪声。该模型适用于模腔频率定义明确的单腔和复合腔激光器。在增益介质没有完全充满空腔的情况下,我们特别注意寻找有用的模式基础。这种情况可能导致耦合腔效应。对于典型的系统,该模型适用于高达几倍阈值的泵速,并且对于数值模拟很容易处理。本文中描述的理论发展已应用于同伴实验系统中(J. Opt。Soc。Am。B 14,180(1997)。(C)1997美国光学学会。

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