2021
DOI: 10.1038/s41566-021-00807-w
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Temporal solitons in a coherently driven active resonator

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Cited by 50 publications
(29 citation statements)
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“…Conversely, in a laser without injection, the saturated gain is equal to the intracavity loss and an additional mechanism is required to ensure the stability of the pulse in the presence of noise. Lastly, we recall that coherent driving extends the existence of solitons to regions where laser solitons do not exist, as evidenced in Figure 4(b) by the large section of stable soliton formation that extends below G 0 = 1 [17].…”
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confidence: 76%
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“…Conversely, in a laser without injection, the saturated gain is equal to the intracavity loss and an additional mechanism is required to ensure the stability of the pulse in the presence of noise. Lastly, we recall that coherent driving extends the existence of solitons to regions where laser solitons do not exist, as evidenced in Figure 4(b) by the large section of stable soliton formation that extends below G 0 = 1 [17].…”
mentioning
confidence: 76%
“…Here we theoretically show that an injected continuous wave (cw) signal seamlessly leads to mode-locking in fiber lasers, through the formation of ultrastable solitons, without the need for any additional intracavity mechanism. In connection to our recent results on soliton formation in active resonators pumped below the lasing threshold [17], we call them active cavity solitons (ACSs). ACSs exist in the regime where the saturated incoherent gain is lower than the intracavity loss.…”
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confidence: 99%
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“…When the electromagnetic field is spatially limited (as in optical fibres), temporal solitons develop, and the pulse form (in time) Because dispersion balances nonlinear effects, nothing changes. [22]. Nonlinear processes (self-focusing) balancing out diffraction would create spatial solitons [23][24][25] When the electromagnetic field is not locally restricted yet the form of the pulse in space does not change with the transmission.…”
Section: Optical Solitonmentioning
confidence: 99%
“…Also named Cavity Solitons [21], LSs were observed in broad-area VCSELs coherently driven by an external field [22] and in an external-cavity laser configuration coupled to a saturable absorber [14,23,24]. More recently, the concept of LSs has been extended to the time domain: temporal LSs are individually addressable pulses traveling back and forth inside the cavity [25][26][27][28]. Temporal LSs have been implemented in VCSELs operated in regimes of passive mode-locking (PML) [29].…”
Section: Introductionmentioning
confidence: 99%