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Two-loop frequency stabilization using concomitant parameter

机译:伴随参数的两环频率稳定

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When performing precision measurements, the quantity being measured is often perturbed by the measurement process itself. This includes precision frequency measurements for atomic clock applications carried out with Ramsey spectroscopy. With the aim of eliminating probe-induced perturbations, a method of generalized auto-balanced Ramsey spectroscopy (GABRS) is proposed. Here, the usual local oscillator frequency control loop is supplemented with a second control loop derived from secondary Ramsey sequences interspersed with the primary sequences and with a different Ramsey period. This second loop feeds back to a secondary clock variable and ultimately compensates for the perturbation of the clock frequency caused by the measurements in the first loop. We show that such a two-loop scheme can lead to perfect compensation of measurement-induced light shifts and does not suffer from the effects of relaxation, time-dependent pulse fluctuations and phase-jump modulation errors that are typical of other hyper-Ramsey schemes.
机译:在执行精确测量时,被测量的数量通常会受到测量过程本身的干扰。这包括使用拉姆西光谱进行原子钟应用的精确频率测量。为了消除探针引起的扰动,提出了一种广义自平衡拉姆西光谱法(GABRS)。在此,通常的本地振荡器频率控制环路被补充有第二控制环路,该第二控制环路从次级Ramsey序列中散布到初级序列中,并具有不同的Ramsey周期。第二个回路反馈到辅助时钟变量,并最终补偿由第一个回路中的测量引起的时钟频率扰动。我们表明,这样的两回路方案可以导致测量引起的光偏移的完美补偿,并且不会受到其他超拉姆西方案所典型的弛豫,随时间变化的脉冲波动和相位跳跃调制误差的影响。

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