2017
DOI: 10.1016/j.optcom.2017.01.002
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Adjustable repetition-rate multiplication of optical pulses using fractional temporal Talbot effect with preceded binary intensity modulation

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Cited by 16 publications
(4 citation statements)
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“…1(b)). This comb heterodyne scheme is equivalent to a dual comb spectroscopy detection setup in the particular case where the FSR of one of the mixing OFC signals is an integer multiple of the other OFC [5], [36], [37]. To implement the heterodyning process, we used a 50:50 fiber coupler to divide the laser output into two identical branches.…”
Section: Optical Heterodyne Detection For Comb Characterizationmentioning
confidence: 99%
“…1(b)). This comb heterodyne scheme is equivalent to a dual comb spectroscopy detection setup in the particular case where the FSR of one of the mixing OFC signals is an integer multiple of the other OFC [5], [36], [37]. To implement the heterodyning process, we used a 50:50 fiber coupler to divide the laser output into two identical branches.…”
Section: Optical Heterodyne Detection For Comb Characterizationmentioning
confidence: 99%
“…It occurs when a pulsed light source, such as a pulsed laser, is sent through a first order dispersive medium. The replicated pulses, known as the temporal Talbot time, are observed at regular intervals, which are shorter than the period of the input signal [5][6][7][8][9][10] , and can even convert continuous wave (CW) signals into pulses by propagating the input signal through a first-order dispersive medium 11 . The temporal Talbot effect has found numerous applications in signal processing, including pulse rate multiplication 9,[12][13][14] , pulse generation 11,15 , passive amplification 16,17 , signal denoising 18 , sub-noise detection 19 , pulse compression 20 , and temporal cloaking 21,22 .…”
Section: Introductionmentioning
confidence: 99%
“…It occurs when a pulsed light source, such as a pulsed laser, is sent through a first order dispersive medium. The replicated pulses, known as the Talbot fractional images, are observed at regular intervals, which are shorter than the period of the input signal 5 10 , and can even convert continuous wave (CW) signals into pulses by propagating the input signal through a first-order dispersive medium 11 . The temporal Talbot effect has found numerous applications in signal processing, including pulse rate multiplication 9 , 12 14 , pulse generation 11 , 15 , passive amplification 16 , 17 , signal denoising 18 , sub-noise detection 19 , pulse compression 20 , and temporal cloaking 21 , 22 .…”
Section: Introductionmentioning
confidence: 99%