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Temporal Talbot effect using an intensity-modulating frequency-shifting loop

机译:使用强度调制移频环路的时间Talbot效应

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We investigate an all-fibered frequency-shifting loop (FSL) that includes an electro-optic intensity modulator (EOM) and an optical amplifier, and is seeded by a continuous-wave laser. At variance with frequency-shifted feedback lasers that contain an acousto-optic frequency shifter (AOFS), the EOM creates at each round-trip two side-bands that recirculate inside the loop. We experimentally and theoretically investigate the time response of the FSL in the fractional Talbot condition. Experimental results show that the intensity-modulating FSL generates short pulses with a repetition rate multiplication. We observe pulses at repetition rates tunable between 5.867 MHz and 604.3 MHz. The system is also modeled by a simple linear interference model that takes the amplitude modulation function and loop delay into account. The model predicts the fractional Talbot property as in AOFS-based systems, but with an additional amplitude modulation of the pulse train, in good agreement with the experimental results. This experiment shows an alternative approach to AOFS loops, taking advantage of the inherent bandwidth and tunability of the EOM. This fractional Talbot laser may find applications in optical sampling, THz generation and ultrafast data processing systems.
机译:我们研究了一种全光纤移频环路(FSL),其中包括一个电光强度调制器(EOM)和一个光放大器,并由连续波激光器播种。与包含声光移频器(AOFS)的移频反馈激光器不同,EOM在每个往返过程中都会创建两个在环路内循环的边带。我们在实验和理论上研究了分数Talbot条件下FSL的时间响应。实验结果表明,强度调制的FSL产生具有重复率乘法的短脉冲。我们观察到重复频率在5.867 MHz和604.3 MHz之间可调的脉冲。该系统还通过简单的线性干扰模型来建模,该模型考虑了幅度调制功能和环路延迟。该模型可以预测基于AOFS的系统中的分数Talbot属性,但可以对脉冲序列进行额外的幅度调制,与实验结果非常吻合。该实验展示了利用EOM的固有带宽和可调谐性来实现AOFS循环的另一种方法。这种分数Talbot激光器可能会在光学采样,太赫兹生成和超快数据处理系统中找到应用。

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