• High Power Laser Science and Engineering
  • Vol. 9, Issue 2, 02000e32 (2021)
Caijian Xie1、*, Tigang Ning1, Jingjing Zheng1, Li Pei1, Jianshuai Wang1, Jing Li1, Haidong You2, Chuangye Wang1, and Xuekai Gao1
Author Affiliations
  • 1Key Laboratory of All Optical Network & Advanced Telecommunication Network of EMC, Institute of Lightwave Technology, Beijing Jiaotong University, Beijing100044, China
  • 2Science and Information College, Qingdao Agricultural University, Qingdao266109, China
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    DOI: 10.1017/hpl.2021.20 Cite this Article Set citation alerts
    Caijian Xie, Tigang Ning, Jingjing Zheng, Li Pei, Jianshuai Wang, Jing Li, Haidong You, Chuangye Wang, Xuekai Gao. Amplification characteristics in active tapered segmented cladding fiber with large mode area[J]. High Power Laser Science and Engineering, 2021, 9(2): 02000e32 Copy Citation Text show less
    Schematic diagram of the SCF, N = 6[25" target="_self" style="display: inline;">25].
    Fig. 1. Schematic diagram of the SCF, N = 6[25].
    Three major tapered categories: (a) concave tapered fiber, (b) linear tapered fiber, and (c) convex tapered fiber.
    Fig. 2. Three major tapered categories: (a) concave tapered fiber, (b) linear tapered fiber, and (c) convex tapered fiber.
    Effects of different parabolic shape factors on the core radius profile (from the small end to the large end).
    Fig. 3. Effects of different parabolic shape factors on the core radius profile (from the small end to the large end).
    Comparison of modal loss of straight T-SCF from the small end to the large end: (a) mode losses of LP01 and LP31e; (b) mode loss of LP11o.
    Fig. 4. Comparison of modal loss of straight T-SCF from the small end to the large end: (a) mode losses of LP01 and LP31e; (b) mode loss of LP11o.
    Comparison of modal loss of T-SCF with a bending radius of 32 cm: (a) mode losses of LP01 and LP31e; (b) mode loss of LP11o.
    Fig. 5. Comparison of modal loss of T-SCF with a bending radius of 32 cm: (a) mode losses of LP01 and LP31e; (b) mode loss of LP11o.
    (a) Modal loss and (b) effective mode area of LP01 for T-SCF under various bending azimuth angles, R = 32 cm, and z = 3.3 m.
    Fig. 6. (a) Modal loss and (b) effective mode area of LP01 for T-SCF under various bending azimuth angles, R = 32 cm, and z = 3.3 m.
    The amplifier model based on T-SCF under the small-to-large amplification scheme (the doped region colored red).
    Fig. 7. The amplifier model based on T-SCF under the small-to-large amplification scheme (the doped region colored red).
    Modal power evolution of (a) LP11 mode and (b) LP31e mode for concave, linear, and convex T-SCF based on the small-to-large amplification scheme.
    Fig. 8. Modal power evolution of (a) LP11 mode and (b) LP31e mode for concave, linear, and convex T-SCF based on the small-to-large amplification scheme.
    (a) Effective mode area of LP01 and (b) heat load density evolution along T-SCF.
    Fig. 9. (a) Effective mode area of LP01 and (b) heat load density evolution along T-SCF.
    (a) Modal power evolution of four HOMs in linear T-SIF and (b) comparison of heat load density and effective mode area of LP01 between linear T-SCF and T-SIF.
    Fig. 10. (a) Modal power evolution of four HOMs in linear T-SIF and (b) comparison of heat load density and effective mode area of LP01 between linear T-SCF and T-SIF.
    Power evolution of (a) LP11 mode and (b) LP31e mode in the T-SCF under a bending radius of 32 cm.
    Fig. 11. Power evolution of (a) LP11 mode and (b) LP31e mode in the T-SCF under a bending radius of 32 cm.
    Comparison of heat load density between straight T-SCF and bent T-SCF of R = 32 cm.
    Fig. 12. Comparison of heat load density between straight T-SCF and bent T-SCF of R = 32 cm.
    The amplifier model based on T-SCF under the large-to-small amplification scheme (the doped region colored red).
    Fig. 13. The amplifier model based on T-SCF under the large-to-small amplification scheme (the doped region colored red).
    Modal power evolution of (a) LP11 mode and (b) LP31e mode for concave, linear, and convex T-SCF under the large-to-small amplification scheme.
    Fig. 14. Modal power evolution of (a) LP11 mode and (b) LP31e mode for concave, linear, and convex T-SCF under the large-to-small amplification scheme.
    Comparison of heat load density between the two amplification schemes.
    Fig. 15. Comparison of heat load density between the two amplification schemes.
    Power of (a) LP11 and (b) LP31e of the T-SCF under a bending radius of 32 cm.
    Fig. 16. Power of (a) LP11 and (b) LP31e of the T-SCF under a bending radius of 32 cm.
    ParameterValueParameterValue
    n11.449Λπ/3
    n21.444L6.6 m
    D120 ҼmNYb2 × 1025 m‒3
    D250 Ҽmτ800 ms
    b162.5 Ҽmλs1060 nm
    θ1π/9λP975 nm
    Table 1. The initial simulation parameters.
    Caijian Xie, Tigang Ning, Jingjing Zheng, Li Pei, Jianshuai Wang, Jing Li, Haidong You, Chuangye Wang, Xuekai Gao. Amplification characteristics in active tapered segmented cladding fiber with large mode area[J]. High Power Laser Science and Engineering, 2021, 9(2): 02000e32
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