1993
DOI: 10.1063/1.108516
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Passive mode locking in erbium fiber lasers with negative group delay

Abstract: 100 fs pulses are generated in passively mode-locked erbium fiber lasers with small negative group-velocity dispersion. The pulses are obtained at a pump power significantly higher than the mode-locking threshold. An optimization of fiber lengths leads to the elimination of pedestal formation and the generation of stable pulse trains with high contrast ratios.

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Cited by 53 publications
(11 citation statements)
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“…This strongly indicates that the growing strength of the dispersive wave may be the mode-locking destabilizing factor. [343] Generally, soliton sideband generation arising from periodic cavity perturbations plays a major role in limiting the stability of fiber ring lasers when L ¼ 1Z 0 or 2Z 0 (where L and Z 0 are the cavity length and soliton period, respectively) [334,336] or the nonlinear phase shift per cavity round-trip approaches 3p/2. [337] Assuming a 600 fs average pulse duration inside the cavity, the soliton period, as defined by Equation 4, is Z 0 ¼ 6.55m.…”
mentioning
confidence: 99%
“…This strongly indicates that the growing strength of the dispersive wave may be the mode-locking destabilizing factor. [343] Generally, soliton sideband generation arising from periodic cavity perturbations plays a major role in limiting the stability of fiber ring lasers when L ¼ 1Z 0 or 2Z 0 (where L and Z 0 are the cavity length and soliton period, respectively) [334,336] or the nonlinear phase shift per cavity round-trip approaches 3p/2. [337] Assuming a 600 fs average pulse duration inside the cavity, the soliton period, as defined by Equation 4, is Z 0 ¼ 6.55m.…”
mentioning
confidence: 99%
“…The Kelly sidebands mainly contribute to the strong pedestal spanning almost 40 ps. The corresponding time-bandwidth product of 0.47 is typical for soliton fiber lasers [30] and suggests that the observed solitons are slightly chirped. When assuming the Fourier-limited pulse duration of 560 fs and a pulse energy of 860 pJ (see Fig.…”
Section: Output Characteristicsmentioning
confidence: 97%
“…In the absence of bandwidth limitations other than from the gain medium, i.e., when the pulse widths are limited by energy loss to the continuum, the minimum nonlinear phase shift is ഠp (Refs. [4][5][6] and nearly independent of cavity dispersion. The pulse width t then scales with p jD 2 j, whereas the pulse energy W scales with p jD 2 j͞L, where D 2 is the total cavity dispersion and L is the fiber length.…”
mentioning
confidence: 90%
“…1. The environmentally stable cavity design was based on polarization-maintaining erbium-doped fiber with a beat length at 1.55 mm of 7 mm, a doping level of 300 parts in 10 6 Er 31 , a numerical aperture NA 0.20, and a core radius of 2.8 mm. For Kerr mode locking a linear phase delay for waves propagating along the two erbium fiber axes could be incorporated by l͞2 and l͞4 wave plates, as shown.…”
mentioning
confidence: 99%