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Quantum properties of the parametric amplifier with and without pumping field fluctuations

机译:带有和不带有泵浦场波动的参量放大器的量子特性

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摘要

The parametric amplifier with and without the pumping fluctuations of coupling function is considered when the fields are initially prepared in coherent light. The pumping fluctuations are assumed to be normally distributed with time-dependent variance. The effects of antibunching and anticorrelation of photons on the photon distribution, correlation between modes and factorial moments are demonstrated. A possible enhancement of photon antibunching for certain values of initial mean photon numbers is shown and discussed. We have shown also that new states (called modified squeezed vacuum states or even thermal states) can be generated from such an interaction. Further, we have demonstrated that the sum photon-number distribution can exhibit collapses and revivals in the photon-number domain somewhat similar to those known in the Jaynes-Cummings model.
机译:当最初在相干光中准备场时,考虑具有和不具有耦合功能的泵浦波动的参量放大器。假设泵浦波动是随时间变化的正态分布。证明了光子的反聚束和反相关对光子分布,模态和阶乘矩之间的相关性的影响。示出并讨论了对于初始平均光子数的某些值的光子反聚束的可能增强。我们还表明,可以从这种相互作用中产生新状态(称为压缩真空状态,甚至是热状态)。此外,我们已经证明,总的光子数分布可以在光子数域中表现出塌陷和复活,这与Jaynes-Cummings模型中已知的相似。

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