2626 OPTICS LETTERS / Vol. 39, No. 9 / May 1, 2014 High signal-to-noise ratio, single-frequency 2 μm Brillouin fiber laser Yongfeng Luo,1 Yulong Tang,1 Jianlong Yang,1 Yao Wang,1 Shiwei Wang,1 Kunyu Tao,2 Li Zhan,1 and Jianqiu Xu1,* 1 Key Laboratory for Laser Plasmas (MOE), Shanghai Jiao Tong University, Shanghai 200240, China 2 The 802nd Research Institute Academy of Spaceflight Technology, Shanghai 200090, China *Corresponding author: [email protected] Received January 14, 2014; revised March 25, 2014; accepted March 26, 2014; posted March 27, 2014 (Doc. ID 204709); published April 22, 2014 A high optical signal-to-noise ratio (OSNR) single-frequency 2 μm Brillouin fiber laser (BFL) with watt-level output and high transfer efficiency is demonstrated for the first time to the best of our knowledge. The Brillouin pump is constructed with a two-stage thulium-doped fiber amplifier (TDFA) seeded by a 2 μm laser diode, providing 4.02 W average power with 1 MHz linewidth. Using an optimized length of 14 m for the Brillouin ring cavity, the BFL works stably in single-mode region with 8 kHz linewidth because of the linewidth narrowing effect. The transfer efficiency is 51% with 1.08 W output power and 62 dB OSNR for 3.22 W pump power. © 2014 Optical Society of America OCIS codes: (060.3510) Lasers, fiber; (140.3510) Lasers, fiber; (260.3060) Infrared; (290.5900) Scattering, stimulated Brillouin. http://dx.doi.org/10.1364/OL.39.002626 Single-frequency 2 μm wavelength lasers are of special importance for applications such as gas detection, free-space optical communication, and long-range LIDAR [1], because the wavelength is within the absorption peak of vapor and the atmospheric transparency window. A high optical signal-to-noise ratio (OSNR) and narrow linewidth single-frequency 2 μm lasers are urgently needed to achieve high detection ranges and resolutions. To date, different configurations have been reported for single-frequency fiber lasers operating near 2 μm, including distributed feedback (DFB) cavity [2,3] and distributed Bragg reflector (DBR) configuration [4]. Currently, the output power and slope efficiency are still limited. A DFB single-fiber laser operating at 1.93 μm with 22 mW maximum output power has been demonstrated in Ref. [2]. The slope efficiency was 10%, which was limited by the concentration of the thulium-doped fiber (TDF). The linewidth of this DFB laser was estimated to be between 20 and 50 kHz. A core-pumped DBR fiber laser operating at 1.95 μm with 3 kHz linewidth has been demonstrated. The maximum output power was 40 mW for 500 mW pump power with a very low slope efficiency of 8% [4]. When pumped into the outer clad, the maximum power was increased to 100 mW, and there was a mode hop when the pump power was increased farther [4]. Still, the maximum output power was limited by the damage threshold of the fiber Bragg grating. The linewidths of both configurations were limited by the grating and the cavity length used to select single mode. Due to the thermal fluctuations of the grating and the phase noise of the pump, it is difficult to achieve a very high OSNR single-frequency laser. The use of BFLs has proven to be a potential approach to achieving a single-frequency laser with high OSNR and efficiency below the 1.5 um wavelength range [5–8]. However, the performance of BFL is dubious for a 2 μm wavelength, because the Brillouin gain linewidth is inversely proportional to λ2 [9], beneficial to achieve a much narrower bandwidth; on the other hand, the Brillouin gain is low for 2 μm laser due to the high absorption loss of silica fiber at 2 μm. In this case, a 0146-9592/14/092626-03$15.00/0 brightness pumping source and relatively long fiber are required for high efficiency, high OSNR, and narrow linewidth of 2 μm BFLs. In this Letter, we develop a highpower Tm-fiber laser with relatively broad bandwidth (∼1 MHz) as the pump source, and demonstrate a wattlevel high OSNR single-frequency BFL operating at 2 um with a long cavity for the first time to the best of our knowledge. Figure 1 shows the experimental configuration of the TDFA pumped BFL, which consists of a fiber-coupled 2 μm DFB laser with linewidth less than 1 MHz and output power of 2 mW, a two-stage TDFA, and a BFL cavity. The first-stage amplifier consists of a 793 nm fibercoupled diode laser with a maximum output power of 6 W, a 2 1 × 1 combiner, 2 m PM-TDF-10P/130-HE TDF, while the second stage amplifier has the same configuration except for two pump diode lasers with a total of 12 W maximum output power. A 2 μm polarizationdependent isolator is inserted between the two amplifiers. From the first and second stage of TDFA, the laser seed is amplified to 120 mW and 4.02 W, respectively. Then the output from the TDFA is used as the Brillouin pump (BP) which is injected into the Brillouin singlepass ring cavity clockwise. The BFL cavity consists of a polarization controller (PC), an optical circulator with 20% power loss from port 1 to 2 and port 2 to 3, and a Fig. 1. Experimental configuration of the BFL. ISO, isolator; OC, optical circulator; TDF, thulium-doped fiber; and SMF, single mode fiber. © 2014 Optical Society of America May 1, 2014 / Vol. 39, No. 9 / OPTICS LETTERS 60/40 polarization independent coupler, in which the recoupling coefficient is 40%. The cavity length is optimized to 14 m, corresponding to 15 MHz free spectral range. Since the Brillouin gain spectrum is narrower in 2 μm wavelength, the cavity length can be longer comparatively to improve the transfer efficiency. Although the threshold of this nonresonant BFL is higher than that of the resonant ones, the simplicity and stability are appropriate for highpower single-frequency lasers. The Brillouin Stokes (BS) output power and residual BP as functions of the pump power are shown in Fig. 2. Here, the pump power is measured from port 2 of the OC. The threshold power of the pump is 1.04 W. The output power of the BFL reaches 1.08 W at 3.22 W pump power without gain saturation. Considering 20% loss of the OC, the transfer efficiency from the input to the output is near 26%. The laser has a slope efficiency of 51% beyond the threshold, which is comparatively lower than that obtained at 1.5 μm [8]. This indicates that the SBS gain is lower at 2 μm than at 1.5 μm. A higher slope efficiency can be achieved with a low recoupling coefficient coupler but higher threshold. The PC is used to control the polarization state of the Stokes. In the experiment, the output power fluctuations from adjusting the PC can be ignored because the cavity fiber is carefully coiled without twisting to reduce stress-induced birefringence. The calculated threshold in the single-pass cavity is 938.7 mW, which approaches the experimental measurement (1.04 W) [8,10]. The discrepancy might result from the mismatch between the cavity mode and the peak of the Brillouin gain. In the BFL, the pump fluctuation is smoothed by the stimulated Brillouin scattering. Furthermore, the noise in the pump is naturally separated from the Stokes wave due to the opposite translating direction of the pump and the Stokes wave. The ultrahigh OSNR can be achieved in the BFL as shown in Fig. 3, where the OSNR is as high as 62 dB. The peak wavelength of the BFL and pump wave are 2003.26183 and 2003.14599 nm, respectively. The frequency shift between them is 8.66 GHz. The linewidths of the BP and BS are measured with the beat method. First, we beat the BP with the BS. The beat frequency of the BP and the BS is centered at 8.38 GHz, which is frequency difference between the BP and the BS. The Brillouin frequency shift measured with spectrometer and the beat method differs by 0.0037 nm, which is in the range of experimental error. The width (FWHM) of Fig. 2. Output power as the function of pump power. Fig. 3. 2627 Spectrum of the BFL. the beat frequency equals the sum of the BP and the BS linewidth. Because the linewidth of the BS is far narrower than that of the BP [11], the linewidth of the BP can be retrieved from the width of the beat frequency. Second, we measure the linewidth of the BS by constructing an additional BFL. The output of the first BFL is injected into the second BFL as the Brillouin pump, and benefits from the high power and high transfer efficiency of the BFL. The BS linewidth of the second BFL is estimated to be only several tens of hertz, which is much narrower than that of the first BFL. Then the beating between the first and second BFL reveals the linewidth of the first BFL. Figure 4 shows the spectrum of the beat frequency for (a) the Brillouin pump and (b) the Brillouin Stokes. After two-stage amplification, the linewidth of the Brillouin pump is still less than 1 MHz. The broadening by the amplified spontaneous emission (ASE) in the TDFA, is several tens of kilohertz [12], which is less than several percent of the linewidth of laser seed. Because the linewidth of the BS is much narrower than that of the Fig. 4. Spectrum of beat frequency for the (a) BP and (b) BS. CF: center frequency. 2628 OPTICS LETTERS / Vol. 39, No. 9 / May 1, 2014 Fig. 5. Power fluctuation in 3 h at 1 W output power. BP due to the linewidth narrowing effect [6], the broadening caused by amplification of the TDFA is negligible in the finial output. As shown in Fig. 4(a), there is only one peak of beat frequency in the 160 MHz sweep range. Because the beating is carried between the BP and the BS, the multi-longitudinal mode of the BS results in multiple peaks in the beat frequency. The single peak in the beat frequency indicates the BFL works in single-longitudinal mode. Because the free spectral range of the BFL cavity is 15 MHz, if the second-longitudinal mode occurred, its beat frequency peak should appear in position, which apart from the central mode is 15 MHz away as marked in Fig. 4(a) with A and B. The linewidth of the BS is proportional to the linewidth of the BP by the factor 1∕K [6], in the form of Δνs Δνp ∕K, where Δνs is the linewidth of the BS, Δνp is the linewidth of the BP, and K 1 πΔνB ∕ −c ln R∕nL2 . For the 2 μm wavelength laser, the FWHM of the gain curve of SBS ΔνB 15 MHz is narrower than that in 1.5 μm wavelength. c is the speed of light in vacuum. n 1.45 is the refractive index of fiber core. R 0.32 is the recoupling coefficient of the cavity. L 14 m is the cavity length. We can calculate the coefficient K to be 14.5 and the linewidth of the BS to be 69 kHz when the linewidth of the BP is 1 MHz. However, the linewidth of the BS is also modified by the cavity loss and the matching condition between the SBS gain peak and eigenmode frequency. Due to the large cavity loss, long cavity length, and low SBS gain in the 2 μm wavelength range, the BFL working in 2 μm wavelength shows much narrower linewidth than the shorter wavelength range. We achieved the linewidth of 8 kHz for the BS output. The stability of output power from the BFL is monitored. The ambient temperature varies around 2°C. Whole laser is cooled by the air convection and no special temperature control is applied. The RMS fluctuation is 1.35% at the full output power of 1.07 W. Figure 5 shows a typical measurement during 3 h. The main fluctuation comes from the temperature variety. Applying temperature control to the laser should reduce the fluctuation of output power greatly. In conclusion, we have demonstrated a singlefrequency 2 μm fiber laser, which can achieve a high OSNR, high power, high transfer efficiency and very narrow linewidth simultaneously. The laser system includes a two-stage TDFA seeded from a 2 μm diode, and a BFL with a long nonresonant cavity pumped with the TDFA. The 2 μm single-frequency laser has generated 1.08 W average power with 62 dB OSNR and 8 kHz linewidth. As narrow as several tens of hertz linewidth can be achieved with the second BFL. It is believed that this high OSNR single-frequency 2 μm BFL might be applied in long-range wind LIDAR-measurements and free-space optical communication. This work was supported by the National Natural Science Foundation of China (Grant Nos. 61275136 and 61138006), the Research Fund for the Doctoral Program of Higher Education of China (Grant No. 20120073120085), and the State Key Program for Basic Research of China (Grant No. 2010CB630703). References 1. K. Scholle, E. Heumann, and G. 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