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Quantum fractional resonances in superconducting circuits with an embedded Josephson junction

机译:嵌入式约瑟夫森交界处的超导电路中的量子分数谐振

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We present a quantum electrodynamic treatment of the generation of fractional resonances in a planar waveguide with an embedded superconducting Josephson oscillator. We analyze the dynamics of the Josephson oscillator coupled with the electromagnetic pulse which is propagating along the waveguide. The calculations are carried out entirely in the Heisenberg picture. It is shown that the quantum Josephson oscillator excited by coherent pulse field at the pump frequency, can realize frequency down-conversion and emitting sub-harmonic multiples of the fundamental (fractional harmonics). The influence of dissipation on the phenomenon of resonance capture is discussed.
机译:我们在具有嵌入的超导Josephson振荡器的平面波导中产生的量子电动处理的常见谐振。我们分析与沿波导传播的电磁脉冲耦合的Josephson振荡器的动力学。计算完全在Heisenberg图片中进行。结果表明,泵频率相干脉冲场激发的量子Josephson振荡器可以实现频率下转换和发射基本(分数谐波)的副谐波倍数。讨论了耗散对共振捕获现象的影响。

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