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Ytterbium-doped multicomponent fluorosilicate optical fibers with intrinsically low optical nonlinearities

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Abstract

Ytterbium-doped strontium fluorosilicate optical fibers exhibiting intrinsically low optical nonlinearities were fabricated and characterized. Specifically, reductions up to ~1.5 dB, ~9 dB, and ~3 dB in Raman gain, Brillouin gain, and thermo-optic coefficients, respectively, were measured relative to conventional silica optical fibers. Additionally, fluorescence lifetime, and emission and absorption spectra for these fibers are presented and suggest enhanced performance relative to their more commonly employed aluminosilicate and phosphosilicate counterparts. Low quantum defect (<1.5%) operation in these fibers, coupled with their low thermo-optic coefficients, may ultimately yield high power fiber lasers with greater immunity to thermal-based parasitic processes. The results indicate the potential of these fibers and glass materials for high energy fiber-based applications.

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

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Figures (8)

Fig. 1
Fig. 1 Effect of fluorine to the diminution of the refractive index for multicomponent fluorosilicate glass optical fibers (in red) and for fluorine-doped silica glass (in blue, data taken from Ref [28]).
Fig. 2
Fig. 2 a) Corrected and normalized spontaneous Raman spectra for Yb-doped fibers (and SiO2 as a reference). b) Relative Raman gain coefficient (RGC) for the Yb-doped fibers studied herein (in orange) as a function of SiO2 concentration. Complementary data points for optical fibers developed using the molten core method are reported to serve as comparison [9,10,45].
Fig. 3
Fig. 3 Measured and normalized Brillouin gain spectrum (BGS) of the YbF-SrAlSiF A fiber segment (solid red line), at room temperature and zero-strain. The measured spectrum is fit with a Lorentzian curve (dashed black line). The peak situated at ~11 GHz is the signature of the SMF-28 used in the measurement apparatus.
Fig. 4
Fig. 4 Thermo-optic coefficient (TOC) as a function of fluorine concentration (in atomic percent, At%) for both fluorosilicate fibers (in red) and F-doped silica glasses (in blue, taken from [28]).
Fig. 5
Fig. 5 a) Normalized emission cross section spectra for Yb-doped fibers. b) Normalized absorption cross section spectra for two fibers (Yb-SrAlSiF B and YbF-SrAlSiF A) relative to a commercial aluminosilicate laser fiber.
Fig. 6
Fig. 6 Absolute absorption and emission cross section spectra for YbF-SrAlSiF A fiber. The cross sections were determined using Eq. (1). The emission and absorption cross sections were set to be equivalent at the zero-phonon wavelength.
Fig. 7
Fig. 7 Average emission wavelength (nm) as a function of fluorine concentration (in atomic percent, At%).
Fig. 8
Fig. 8 Laser data for both YbF-SrAlSiF A and commercial Yb-doped aluminosilicate fibers, using pump wavelength of 976 nm, and output wavelength of 1010 nm.

Tables (5)

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Table 1 Draw temperatures and initial precursor compositions of the fabricated fibers.

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Table 2 Elemental compositions (at core center, in atomic percent, At%), core and cladding diameters (ϕcore and ϕclad, in µm), typical fiber parameters: fundamental LP0 mode index (n0) and mode area (Aeff, in × 10−12 m2), refractive index difference between core center and cladding (Δn, in × 10−3), and attenuation coefficient (α, in dB/m, at 1534 nm).

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Table 3 Brillouin gain coefficient (BGC), Raman gain coefficient (RGC), and Thermo-optic coefficient (TOC) of multicomponent fluorosilicate optical fibers.

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Table 4 Brillouin frequency shift (νB, in GHz), Brillouin linewidth (ΔνB, at 11 GHz and given in MHz), and longitudinal acoustic velocity (Va, in m/s) of the characterized fibers.

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Table 5 Yb and F fiber concentrations (at the core center, in atomic percent, At%), fluorescence lifetimes (τ, in µs), average emission wavelengths (λav, in nm), averaged emission cross sections (σem,av, in × 10−20 cm2) and performance figure of merit M, (M = σem,av × τ, in × 10−20 cm2.ms).

Equations (2)

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σ(λ)= 1 λ 5 τn 2 c I(λ) I(λ)λdλ
BGC ( m W )= 2πn 7 p 12 2 0 2 V a ρΔν B .
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