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Dual-wavelength quasi-mode-locked regimes of an Er-doped fiber ring laser

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Abstract

We demonstrate the dual-wavelength quasi mode-locked operation of a passively mode-locked Er-doped fiber ring laser with twisted fiber in the cavity and a double-pass amplifier with a Faraday mirror. The configuration allows very strict control of the polarization. We observed synchronous dual-wavelength generation of noise-like pulses (NLP) with spectra centered at 1534 nm and 1562 nm. Rotation of the azimuth of the radiation propagating in the cavity caused a switching between the generation of NLPs and packets of pulses with typical solitons spectrum. In the latter regime, we observed partially synchronous sub-pulses at two different wavelengths.

© 2018 Optical Society of America under the terms of the OSA Open Access Publishing Agreement

1. Introduction

Passively mode-locked fiber lasers (PMLFL) allow the generation of coherent and stable ultrashort optical pulses, including conventional (conservative) solitons, dispersion-managed solitons [1], and different types of dissipative solitons [2], which include soliton molecules [3] and dissipative soliton resonance (DSR) solitons [4]. Besides the generation of stable waveforms, PMLFL can operate in regimes such as soliton rain [5] or noise-like pulses (NLP) [6], as well as a symbiotic regime [7,8]. The regime of generation depends on many factors, such as cavity dispersion, amplification of the active fiber, spectral selectivity, attenuation caused by all elements inserted in the cavity, birefringence ,and nonlinearities [7,9]. In spite of numerous demonstrations of the different regimes of PMLFL operation, it is not clear yet which experimental conditions lead to a determined regime of operation of PMLFLs. One of the reasons of this situation is the difficulty to perform a precise polarization control in fibers. The common way to control polarization is to use polarization-maintaining (PM) fibers. However, these fibers cannot be used in lasers exploiting nonlinear polarization rotation for mode-locking. We have to note that an attempt was made to use PM fibers in lasers exploiting nonlinear polarization evolution in PM fiber (which is different from nonlinear polarization rotation) [10]. However, this configuration has no flexibility to change the operation from one regime to another in the same cavity, which is an important advantage of PMLFLs. Another method to control polarization is the use of twisted fibers [11]. Fiber twist cancels linear birefringence and makes stable the polarization ellipticity along the fiber.

Generally, single-wavelength pulses have been generated by PMLFLs. However, several dual- or multi-wavelength PMLFLs have also been reported [12–20]. Stable, compact, and flexible optical pulse sources simultaneously operating at multiple wavelengths have various potential applications. In most works published on the subject, asynchronous pulses were observed, i.e. pulses with different wavelengths traveling at different velocities in the laser cavity. Lasers producing asynchronous pulses were shown to be effective pulse sources for fast and long-range pump-probe techniques [21], for measurements of absolute frequency of continuous-wave terahertz radiation in real time [22], and for picometer-resolution dual-comb spectroscopy [23]. Synchronous pulses can also be used for applications such as Raman spectroscopy [24], terahertz generation [25], and timing distribution [26]. Several approaches using the synchronization of lasers with different cavities were discussed [19,20]. It is much more challenging to obtain synchronous generation of pulses with different wavelengths in a single cavity using the same path for both pulses [15]. In this paper, synchronous generation was demonstrated in a cavity with low anomalous dispersion.

In fiber ring lasers based on nonlinear polarization rotation (NPR), both ellipticity and azimuth have a primordial role in determining the mode locking operation, as they shape the nonlinear transmission characteristic through the polarizer. In [11], a NPR-based ring cavity with twisted fiber in the cavity, which allows strict polarization control, was designed. However, in a twisted fiber the azimuth depends on wavelength because of twist-induced circular birefringence. Therefore, the regime of generation depends on wavelength, which is undesirable for multi-wavelength mode-locked lasers.

In this paper, we report the investigation of a NPR-based ring laser, whose cavity includes two sections of the fiber twisted in opposite directions (right hand and left hand). This procedure cancels the effect of circular birefringence. We observed synchronous dual-wavelength generation in two regimes: noise-like pulses and quasi noise-like pulses with wavelengths centered at 1532 nm and 1564 nm. The quasi-noise-like pulses present Kelly sidebands in the spectra, which are typical of soliton generation, whereas the autocorrelation traces have a pedestal with an amplitude of about 10% of the peak amplitude. The spectra of the two pulses were well separated. The average dispersion of the ring cavity was measured as 13.4 ps/nm/km, close to the dispersion of a standard single-mode fiber. The switching between both regimes was achieved by fine adjustment of polarization azimuth of the pulses traveling in the cavity and occurs nearly at the same azimuth for both wavelengths.

2. Experimental setup

The experimental setup is shown in Fig. 1

 figure: Fig. 1

Fig. 1 Schematic diagram of: (a) the passively mode-locked EDFL, (b) the birefringent Fiber optical loop mirror (FOLM).

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. The ring cavity includes a double-pass erbium-doped fiber amplifier (EDFA), a variable wave retarder (VWR) to control the ellipticity, an isolator to ensure unidirectional laser operation, an azimuth rotator (AR) is used to adjust the initial angle between polarization and the polarizer axis. The cavity includes a 20-m long twisted fiber. The fiber was twisted with twist rate of 6 turn/m and wounded on a cylinder with a diameter of 50 cm. The same technique was used previously for the construction of a nonlinear optical loop mirror (NOLM), see Ref. [27] where the details of the twisted fiber characterization can be found. To cancel the polarization rotation caused by circular birefringence, a 10-m section of fiber is twisted to the right hand and the other 10-m section is twisted to the left hand. Finally, the 50/50 coupler provides the laser output. The double-pass EDFA includes a 1-m long erbium-doped fiber (EDF), which is pumped at 980 nm through a 980/1550nm wavelength-division multiplexer (WDM), a polarizing beam splitter (PBS), and a Faraday mirror (FM). A 90/10 coupler was included to control pulses at the input and output of the amplifier using detectors with 1-ns resolution and an oscilloscope with 2-GHz bandwidth. The PBS contains three ports. When light enters through port 1, the beam is divided in two orthogonal linear polarization components that travel to ports 2 and 3, respectively. On the other hand, when incident light with any state of polarization enters through port 2, only one linear component passes through the PBS to port 1. This component travels through the EDF, changing its polarization due to the fiber birefringence, then the light is reflected by the FM; the reflected light has a polarization orthogonal to that of the incident light. The light then travels back through the birefringent fiber and returns to port 1 of the PBS with a linear polarization orthogonal to that of the incident light, so that it transfers to port 3 of the PBS. It is important to note that the double-pass amplifier is particularly important to ensure strict polarization control in the cavity because the EDF birefringence depends on pump power [28].

After the PBS a variable wave retarder (VWR) was inserted. The VWR uses a mechanical system that applies pressure to the fiber and converts the linear polarization from the PBS port 3 into any desired ellipticity. The mechanical system of the VWR produces adjustable linear birefringence using a travel millimeter screw that compresses the fiber sandwiched between two plates. The input polarization at the VWR was adjusted to form an angle of 45° with respect to the direction of applied pressure so that the ellipticity can be changed without rotation of the azimuth. The total length of the cavity is 42 m with a total dispersion of ~0.6 ps/nm. At the 50/50 coupler output, a 70/30 coupler was spliced. The 30% port is used to monitor the polarization state inside the cavity at the output of the 50/50 coupler by a polarimeter (PAX5710R3-T, Thorlabs). Generally, the polarization at the output of the 50/50 coupler is not the same as at the polarimeter input due to some residual birefringence of fibers and couplers. However, this birefringence can be compensated by the polarization controller (PC) included before the polarimeter input to ensure that the polarization measured by the polarimeter is the same as the polarization at the 50/50 coupler output. The 70% port of the coupler was connected to the spectrum analyzer and the autocorrelator (Femtochrome 103-XL).

A birefringent fiber optical loop mirror (FOLM) shown in Fig. 1(b) was used as a spectral filter to separate pulses with different wavelengths. The FOLM filter consists of a 50/50 coupler, two azimuth rotators and a 7-cm segment of Hi-Bi fiber. The FOLM transmission presents a sinusoidal dependence on wavelength. The length of the Hi-Bi fiber was chosen to have a period of 60 nm. The position of the maxima of transmission/reflection can be shifted by changing the Hi-Bi fiber temperature. We adjusted the FOLM to have maximal transmission at 1562 nm and maximal reflection at 1534 nm; in this way, the pulses at these wavelengths can be observed simultaneously at Output-1 and Output-2, respectively.

3. Results and discussions

To begin we rotated the AR and determined the azimuth of the polarization (by using the polarimeter) for maximal and minimal transmission of radiation through the PBS. In the following results, the angle for maximal transmission is referred to as 0°. To start mode-locking we adjusted the ellipticity at 23° through VWR, set the azimuth to 15°, the pump power to ~200 mW and observed continuous-wave (CW) generation at two wavelengths, centered with several lines at 1534 nm and at 1562 nm.

The lasing wavelength is defined by the wavelength of the gain maxima of the EDF and the wavelength-dependent loss of the cavity. Some authors use a spectral filter to obtain dual-wavelength operation [15,16]. However dual-wavelength operation was also observed without any special filter inserted in the cavity. This is possible because the gain spectrum profile is determined by the population inversion between the energy levels, and can thus be modified by changing pump power, signal power, or both to have two equal gain maxima. In [14] switching of the lasing wavelength from 1558 nm to 1532 nm was observed when the cavity loss was increased, and thus the signal power was decreased. The dependence of the gain spectrum profile on pump power is discussed with some details in [29]. Even if no filter is inserted in the cavity, some filtering effect may exist because of the fiber birefringence, so that the lasing wavelength can be tuned or switched by PC adjustments [30,31]. In our configuration we tried to cancel both linear and circular birefringence, so that we may consider that the wavelength-depended cavity loss does not play an important role, and that the principal mechanism of dual-wavelength generation is through obtaining two equal gain maxima of the EDF by adjusting pump power. At low pump power we observed a single line of CW generation at 1532 nm, whereas at pump powers higher than the one used in the experiments presented here, the laser generated single line at 1558 nm.

After obtaining dual-wavelength generation, a mechanical stimulation yielded stable mode-locking operation. Figure 2(a)

 figure: Fig. 2

Fig. 2 (a) Optical spectra, NLP (red), CW (green); (b) autocorrelation trace (inset shows a close-up on the central spur).

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shows the spectra of CW and mode-locked operations. It is important to mention that, when mode locking is started, the azimuth angle measured by the polarimeter is rotated by 13° towards maximum transmission. The spectrum of the pulses and their autocorrelation trace are depicted in Figs. 2(a) and 2(b), respectively. The spectrum consists of two parts: the broad smooth part corresponding to pulses and some CW radiation, which still exists in the cavity. The autocorrelation trace presents a short sub-picosecond (~3‑ps) pulse riding a wide pedestal that extends beyond the 200-ps measurement window of the autocorrelator. This broad smooth spectrum and the autocorrelation trace represent typical characteristics of NLPs. However, contrary to previously published results on NLP operation the spectrum contains not one, but two well-defined maxima, at ~1530 nm and ~1560 nm, which coincide with the wavelengths of CW generation, and a small peak at ~1550 nm. The latter may result from Raman self-frequency shift, as discussed previously [32]. In our experiments this peak had no stable position and sometimes disappeared.

The amplitude of the pulses presents some periodical fluctuations with a period of 9.3 μs. The distance between pulses within the envelope is equal to 211.8 ns, meaning that a single pulse circulates in the ~40-m long cavity. An example of pulse waveform is shown in Fig. 3(b)

 figure: Fig. 3

Fig. 3 (a) Train of pulses measured at the 10% port of the 90/10 coupler. (b) Waveform of a single pulse in the train.

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where we can see that the pulse has a complicated structure, suggesting that it consists of several sub-pulses. The dual-wavelength structure of the spectrum, see Fig. 2(a), indicates that the inner structure of each ns pulse consists of sub-ns pulses with a preference for two spectral components (~1530nm and ~1560nm), or two bound pulses at two different wavelengths. The duration of sub-ns pulses cannot be measured by our detection system, however the slope of the pedestal in the autocorrelation trace suggests that it can be of order of 200 ps.

A small rotation of the azimuth, by approximately 1° - 2°, towards the minimum transmission of the polarizer produces significant changes of the generation regime. The NLP spectrum switches to a dual-wavelength soliton-like spectrum, see Fig. 4(a)

 figure: Fig. 4

Fig. 4 Spectrum (a) and autocorrelation trace (b) of symbiotic regime.

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, where spectra measured separately at outputs 1 and 2 of the FOLM are shown. We can also see from this figure that the FOLM separates the spectra quite well. Respective autocorrelation traces are shown in Fig. 4(b). The autocorrelation traces again show a narrow peak riding a pedestal, however the ratio between peak and pedestal amplitudes is larger than that of typical NLPs. From the spectral and temporal properties depicted in Fig. 4, we can say that this regime is a transition between those of solitons and NLPs. Similar autocorrelation traces were observed in [33] where large pedestal with low amplitude was attributed to the averaging of cross-correlations between numerous pulses in rapid relative motion. It must be noted however that the spectrum observed in [33] is closer to that of NLPs than to the spectrum of solitons. It may depend on the number and density of soliton bunches and on the number and density of solitons in the bunch. It is interesting to note finally that we observed a very abrupt switching between the two regimes.

To understand the complex structure of the pulses generated in our laser, we separated the two wavelengths using the FOLM as a spectral filter. Figure 5(a)

 figure: Fig. 5

Fig. 5 Measurements of the NLPs centered at ~1534 nm (red line) and ~1562 nm (green line) by the FOLM. (a) Single shot oscilloscope trace. (b) Waveform of single ns pulses at 1534 nm and 1562 nm.

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shows the trains of NLPs at 1534 nm and 1562 nm. Inset in Fig. 5(a) shows a close-up on four periods. We can see that a single pulse at each wavelength travels in the cavity. Note that the generation of the 1534 nm and 1562 nm pulses started at the same time, however the 1534 nm pulses grow faster and first reach a maximum and begin to decrease. Figure 5(b) shows the waveforms of the pulses. The distance of 27 ns between the pulses is due to the difference in the delays between the FOLM input and the detectors for the 1534 nm pulse and the 1562 nm pulse. The 1562 nm pulse has a duration of approximately 4 ns, whereas the 1534 nm pulse has a duration of approximately 1 ns, which is close to the resolution of our detectors. It is noticeably that the durations of the pulses are significantly different, which justifies considering them as two different pulses.

Figure 6

 figure: Fig. 6

Fig. 6 Sequence of 50 oscilloscope traces at 48.7-μs intervals.

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shows 50 single-shot oscilloscope traces taken at 48.7-μs intervals. Two round trips are shown. The traces were taken simultaneously from Outputs 1 and 2 of the FOLM. The first vertical line corresponds to 1562-nm pulses, the second line to 1534-nm pulses. The total measurement time was about 2.5 ms. If the pulses would travel in the cavity asynchronously, the time shift between them would be about 200 ns. So we conclude that the pulses travel synchronously in the cavity.

Figure 7

 figure: Fig. 7

Fig. 7 Partially synchronized pulses: (a) single shot of short-wavelength (red trace) and long-wavelength pulses (green trace); (b) waveforms of the synchronized pulses.

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shows the pulses for the regime corresponding to soliton-like spectra. We can see that the long-wavelength component (green trace) is composed of several pulses traveling in the cavity, whereas the short-wavelength pulse (red trace) remains single in the cavity. We found that one of the long-wavelength pulses moves synchronously with the short-wavelength pulse. Figure 7(b) shows the waveforms of the short-wavelength pulse and the synchronized long-wavelength pulse. We can see that the 1562 nm pulse is somewhat longer than the 1534 nm pulse, as their durations are less than 1 ns and about 1.5 ns respectively. The exact duration cannot be measured because the detector response time is close to the pulse durations.

A sequence of 45 measurements of long-wavelength pulses are shown in Fig. 8

 figure: Fig. 8

Fig. 8 Long wavelength pulses at the partially synchronized regime.

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for 45 round-trips, measured when the oscilloscope was triggered by the short-wavelength pulses. The interval between shots is 48.7 μs. We can see that one pulse (the synchronized one) appears at the same time in all roundtrips whereas the other pulses move towards longer times. It means that the long-wavelength pulses (except one) propagate more slowly than the short-wavelength pulse, corroborating anomalous cavity dispersion. The slope of the traces allows estimating a value of dispersion of 13.4 ps/nm/km, which is very close to the average cavity dispersion of ~12.5 ps/nm/km (estimated from the lengths and dispersion values of fibers used in the experiment). This means that both synchronized pulses propagate with the velocity of the short-wavelength pulse.

After further rotation of the azimuth towards the minimal transmission of the polarizer, the synchronized pulse disappears. Figure 9

 figure: Fig. 9

Fig. 9 Shot-to-shot measurements for both short and long wavelength pulses.

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shows a sequence of 50 shots of both short- and long-wavelength pulses. The vertical line shows the short-wavelength pulse. It remains single in the cavity. The slope of the trajectories of long-wavelength pulses is the same as it was in Fig. 8. The spectra and the autocorrelation traces are also very similar to those shown in Fig. 4.

Finally, it must be emphasized that, after separating the wavelength components, in all cases of quasi-mode-locked regimes, we found that the inner structure of the temporal envelope is composed of sub-pulses at two different wavelengths, which are synchronized, unsynchronized, or partially synchronized, depending on the transmission of radiation through the PBS.

4. Conclusions

We investigated a NPR-based ring laser with a cavity composed of two oppositely twisted sections of fiber, which allows the cancellation of circular birefringence. We observed the generation of dual-wavelength synchronized NLPs with a wavelength difference of 30 nm in a cavity with large anomalous average dispersion of about 13 ps/nm/km. We were able to observe the abrupt switching between dual-wavelength NLP and a transition regime with a spectrum like that of solitons at each wavelength, however with double-scaled autocorrelation traces with a short peak riding a pedestal. The switching occurred at the same azimuth for both wavelengths. Switching between the generation of NLP and the transition regime occurred when the azimuth was slightly rotated towards the angle of minimum transmission through the polarizer, thus increasing the switching power, a result that corroborates those of numerical calculations [7].

Funding

Consejo Nacional de Ciencia y Tecnología (287315).

Acknowledgments

H. Santiago-Hernandez thanks CONACyT postdoctoral fellowship 298828.

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Figures (9)

Fig. 1
Fig. 1 Schematic diagram of: (a) the passively mode-locked EDFL, (b) the birefringent Fiber optical loop mirror (FOLM).
Fig. 2
Fig. 2 (a) Optical spectra, NLP (red), CW (green); (b) autocorrelation trace (inset shows a close-up on the central spur).
Fig. 3
Fig. 3 (a) Train of pulses measured at the 10% port of the 90/10 coupler. (b) Waveform of a single pulse in the train.
Fig. 4
Fig. 4 Spectrum (a) and autocorrelation trace (b) of symbiotic regime.
Fig. 5
Fig. 5 Measurements of the NLPs centered at ~1534 nm (red line) and ~1562 nm (green line) by the FOLM. (a) Single shot oscilloscope trace. (b) Waveform of single ns pulses at 1534 nm and 1562 nm.
Fig. 6
Fig. 6 Sequence of 50 oscilloscope traces at 48.7-μs intervals.
Fig. 7
Fig. 7 Partially synchronized pulses: (a) single shot of short-wavelength (red trace) and long-wavelength pulses (green trace); (b) waveforms of the synchronized pulses.
Fig. 8
Fig. 8 Long wavelength pulses at the partially synchronized regime.
Fig. 9
Fig. 9 Shot-to-shot measurements for both short and long wavelength pulses.
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