• Chinese Optics Letters
  • Vol. 15, Issue 3, 030501 (2017)
Haozhe Yan1, Shangyuan Li1, Zhengyang Xie1, Xiaoping Zheng1、*, Cheng Du2, Hanyi Zhang1, and Bingkun Zhou1
Author Affiliations
  • 1Tsinghua National Laboratory for Information Science and Technology, Department of Electronic Engineering, Tsinghua University, Beijing 100084, China
  • 2FiberHome Telecommunication Technologies Co., Ltd., Wuhan 430074, China
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    DOI: 10.3788/COL201715.030501 Cite this Article Set citation alerts
    Haozhe Yan, Shangyuan Li, Zhengyang Xie, Xiaoping Zheng, Cheng Du, Hanyi Zhang, Bingkun Zhou. Deformation of orbital angular momentum modes in bending ring-core fiber[J]. Chinese Optics Letters, 2017, 15(3): 030501 Copy Citation Text show less
    Schematic diagram of the RCF cross-section.
    Fig. 1. Schematic diagram of the RCF cross-section.
    Colormap of minimal Δneff between adjacent modes as a function of V and ρ. The curves show the corresponding cut-offs for each mode in the calculation region.
    Fig. 2. Colormap of minimal Δneff between adjacent modes as a function of V and ρ. The curves show the corresponding cut-offs for each mode in the calculation region.
    Intensity distributions and electrical field orientations for the first higher-order eigenmodes, along with intensity and phase distributions for the composite modes in the RCF with different bending radii R. (a) Straight fiber, (b) R=10 mm, and (c) R=6 mm.
    Fig. 3. Intensity distributions and electrical field orientations for the first higher-order eigenmodes, along with intensity and phase distributions for the composite modes in the RCF with different bending radii R. (a) Straight fiber, (b) R=10mm, and (c) R=6mm.
    (a) Effective refractive indices neff and (b) effective refractive index difference Δneff as a function of bending radius R.
    Fig. 4. (a) Effective refractive indices neff and (b) effective refractive index difference Δneff as a function of bending radius R.
    Conversion length LC as a function of bending radius R for different ρ and V.
    Fig. 5. Conversion length LC as a function of bending radius R for different ρ and V.
    (a) Optical microscope image of fiber cross section for fiber 1. (b) Intensity profiles and spiral interference patterns for OAM±1,1 modes after propagating 2 m in fiber 1.
    Fig. 6. (a) Optical microscope image of fiber cross section for fiber 1. (b) Intensity profiles and spiral interference patterns for OAM±1,1 modes after propagating 2 m in fiber 1.
    (a) Experimental setup of the bending test. LD, semiconductor laser; CL, fiber collimator; BE, beam expander; Pol, polarizer; M, mirror; SLM, liquid crystal spatial light modulator; QWP, quarter-wave plate; LE, lens; HWP, half-wave plate; BS, non-polarizing beam-splitter. (b) Bend-post of the RCF. L is the length of the bending section, θ is bending angle, and R is the bending radius. (c) Output intensity profiles and corresponding interference patterns of fiber 1 for straight fiber, R=9 mm and L=20 mm, and R=9 mm and L=LC=43 mm, respectively.
    Fig. 7. (a) Experimental setup of the bending test. LD, semiconductor laser; CL, fiber collimator; BE, beam expander; Pol, polarizer; M, mirror; SLM, liquid crystal spatial light modulator; QWP, quarter-wave plate; LE, lens; HWP, half-wave plate; BS, non-polarizing beam-splitter. (b) Bend-post of the RCF. L is the length of the bending section, θ is bending angle, and R is the bending radius. (c) Output intensity profiles and corresponding interference patterns of fiber 1 for straight fiber, R=9mm and L=20mm, and R=9mm and L=LC=43mm, respectively.
    Experimentally measured and simulated values of bending lengths versus bending radii for three RCFs.
    Fig. 8. Experimentally measured and simulated values of bending lengths versus bending radii for three RCFs.
    Fibera (μm)b (μm)n1n2Dcladding (μm)
    11.13.5125.6
    21.96.71.441.47125.5
    32.27.9125.7
    Table 1. Measured Parameters of Three RCFs
    Haozhe Yan, Shangyuan Li, Zhengyang Xie, Xiaoping Zheng, Cheng Du, Hanyi Zhang, Bingkun Zhou. Deformation of orbital angular momentum modes in bending ring-core fiber[J]. Chinese Optics Letters, 2017, 15(3): 030501
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