1993
DOI: 10.1109/3.206583
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Noise of mode-locked lasers

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Cited by 457 publications
(351 citation statements)
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“…The Master equation as expressed in (2) considers the effects in the mode-locked laser as perturbations and does not guarantee stability of the pulse solutions in all limits. In fact, as pointed out in [69], energy fluctuations will grow exponentially without gain saturation to counterbalance the APM action. In solid-state lasers with slow, saturable gain and instantaneous SAM, we would expect some perturbations to grow too quickly for the pulse to be stabilized by gain saturation.…”
Section: Fiber Soliton Lasersmentioning
confidence: 91%
See 1 more Smart Citation
“…The Master equation as expressed in (2) considers the effects in the mode-locked laser as perturbations and does not guarantee stability of the pulse solutions in all limits. In fact, as pointed out in [69], energy fluctuations will grow exponentially without gain saturation to counterbalance the APM action. In solid-state lasers with slow, saturable gain and instantaneous SAM, we would expect some perturbations to grow too quickly for the pulse to be stabilized by gain saturation.…”
Section: Fiber Soliton Lasersmentioning
confidence: 91%
“…Reference [125] reviewed the Haus-Mecozzi theory [69] of timing jitter and amplitude fluctuations in a mode-locked laser with negative GVD. The equations of motion for the different noise components -energy, timing, and frequency -were derived, and the spontaneous emission noise (quantum noise) was modeled by a white noise source.…”
Section: Noise In P-apm Fiber Lasersmentioning
confidence: 99%
“…The noise properties of mode-locked lasers were theoretically studied in the framework of soliton perturbation theory by Haus and Mecozzi in their seminal paper published in 1993 [13]. It successfully predicted the noise behavior of many mode-locked solid-state and fiber lasers [16,19,21,22].…”
Section: Timing Jitter Of Optical Pulse Trains From Mode-locked Lasersmentioning
confidence: 99%
“…Another fascinating and important aspect of femtosecond mode-locked lasers is their noise properties [13]. In fact, optical frequency combs and phase-controlled fewcycle pulses were so successful because of the excellent noise properties of mode-locked lasers.…”
Section: Introductionmentioning
confidence: 99%
“…(b) shows the noise spectrum of our T-ray system with balanced PDs. The noise spectrum shows an 1=f noise characteristic typical of ultrafast laserdriven experiments [48][49][50][51].The benefit of double modulation is highlighted by the two lines at 100 Hz and 3 kHz. The noise level at 3 kHz and above is more than an order of magnitude less than the noise at 100 Hz and below.…”
Section: Proposed Solution: Differential Thz-tdsmentioning
confidence: 89%