2003
DOI: 10.1109/jqe.2003.813190
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Noise in fundamental and harmonic modelocked semiconductor lasers: Experiments and simulations

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Cited by 55 publications
(25 citation statements)
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“…The noise spectra have a characteristic white noise plateau, which is as low as -123dBc/Hz for the l-QW device, showing good qualitative CThN2 agreement with the theoretical predictions in [10], and quantitative agreement with the absolute phase noise measurements on the same devices in [2]. The "white" spontaneous emission noise is filtered by the cavity with a characteristic corner frequency and a 30-35 dB roll-off, which again qualitatively agree well with the theoretical results of [10] and with the experimental results in [4] and [6]. The lower graph of figure 2 shows the intrinsic laser jitter integrated from a variable lower limit to the Nyquist frequency of 20 GHz.…”
supporting
confidence: 85%
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“…The noise spectra have a characteristic white noise plateau, which is as low as -123dBc/Hz for the l-QW device, showing good qualitative CThN2 agreement with the theoretical predictions in [10], and quantitative agreement with the absolute phase noise measurements on the same devices in [2]. The "white" spontaneous emission noise is filtered by the cavity with a characteristic corner frequency and a 30-35 dB roll-off, which again qualitatively agree well with the theoretical results of [10] and with the experimental results in [4] and [6]. The lower graph of figure 2 shows the intrinsic laser jitter integrated from a variable lower limit to the Nyquist frequency of 20 GHz.…”
supporting
confidence: 85%
“…Our measurement technique is based on the von der Linde method [3], but overcomes the drawbacks of oscillator noise and spectrum analyzer thermal noise, which reduces the important high frequency dynamic-range. Similar residual phase-noise measurements have been performed at lower repetition rates [4][5][6][7] such as 10 GHz or lower. However, when increasing the repetition rate the upper limit of integration scales with this rate and requires a very high bandwidth of the electronics.…”
supporting
confidence: 64%
“…It has been pointed out [34] that for a given pulse repetition rate one can achieve a lower timing jitter by harmonic mode locking, i.e., by using a longer laser cavity with multiple equally spaced circulating pulses. This result becomes obvious through the discussion above.…”
Section: Discussionmentioning
confidence: 99%
“…This result becomes obvious through the discussion above. However, harmonic mode locking is not only affected by the greater difficulty of making a longer cavity mechanically stable, but is also plagued by supermode noise [34], which can strongly increase the noise powers near harmonics of the pulse repetition frequency. Therefore, harmonically mode-locked lasers need special efforts [28] to realize the theoretical potential for very low timing noise over a wide frequency span.…”
Section: Discussionmentioning
confidence: 99%
“…We have recently reported design principles for all-active mode-locked lasers with ultralow amplitude and timing jitter [3], but were unable to measure anything but a rough upper estimate of the jitter of the lasers: 400 fs in the integration range 10 kHz-20 GHz. Important figures of merit such as phase-noise plateau level and knee position [4] were not measurable. No distinction between different designs was possible.…”
Section: Introductionmentioning
confidence: 94%