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Quantum-limited parametric amplification with Josephson circuits in the regime of pump depletion

机译:约瑟夫森电路在泵浦耗尽条件下的量子受限参数放大

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Linear parametric amplitication is a key operation in information processing. Our interest here is quantum-limited parametric amplification, i.e., amplitication of quantum signals while adding the minimum amount of noise allowed by quantum mechanics, which is essential for any viable implementation of quantum information processing. We describe parametric amplifiers based on the dispersive nonlinearity of Josephson junctions driven with appropriate tones playing the role of pumps. We discuss two defining characteristics in the architecture of these amplifiers: the number of modes occupied by the signal, idler, and pump waves and the number of independent ports through which these waves enter into the circuit. The scattering properties of these amplifiers are also reviewed. The main focus of this work are the computations of the dynamic range and phase-space distributions of the fluctuations of the modes of the amplifiers.
机译:线性参量放大是信息处理中的关键操作。在此我们感兴趣的是量子受限的参数放大,即在放大量子信号的同时增加量子力学所允许的最小噪声,这对于任何可行的量子信息处理实施都是必不可少的。我们基于约瑟夫森结的色散非线性来描述参数放大器,该约瑟夫逊结的色散非线性是由适当的音调驱动的,从而起到泵作用。我们讨论了这些放大器的体系结构中的两个定义特征:信号波,惰轮波和泵浦波占据的模式数量,以及这些波进入电路的独立端口数量。还回顾了这些放大器的散射特性。这项工作的主要重点是放大器模式波动的动态范围和相空间分布的计算。

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