• Infrared and Laser Engineering
  • Vol. 52, Issue 3, 20220551 (2023)
Song Yang1, Yulai She2,*, Hao Du1, Wentao Zhang1,*, and Jianfeng Rong3
Author Affiliations
  • 1Guangxi Key Laboratory of Optoelectronic Information Processing, Guilin University of Electronic Technology, Guilin 541004, China
  • 2School of Mechanical and Electrical Engineering, Guilin University of Electronic Technology, Guilin 541004, China
  • 3Guangxi Science and Technology Economic Development Center Co., Ltd, Nanning 530000, China
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    DOI: 10.3788/IRLA20220551 Cite this Article
    Song Yang, Yulai She, Hao Du, Wentao Zhang, Jianfeng Rong. Structural design of bending-resistant all-solid fiber with large mode field[J]. Infrared and Laser Engineering, 2023, 52(3): 20220551 Copy Citation Text show less
    Schematic diagram of fiber 2D cross-section; (b) Fiber refractive index distribution
    Fig. 1. Schematic diagram of fiber 2D cross-section; (b) Fiber refractive index distribution
    Mesh generation of cross-section of proposed fiber
    Fig. 2. Mesh generation of cross-section of proposed fiber
    (a) Bending loss of FM and HOMs; (b) Mode field area of FM and variation of high-fundament loss ratio with r
    Fig. 3. (a) Bending loss of FM and HOMs; (b) Mode field area of FM and variation of high-fundament loss ratio with r
    (a) Bending loss of FM and HOMs; (b) Mode field area of FM; (c) Variation of high-fundament loss ratio with t and t2
    Fig. 4. (a) Bending loss of FM and HOMs; (b) Mode field area of FM; (c) Variation of high-fundament loss ratio with t and t2
    (a) Bending loss of FM and HOMs; (b) Mode field area of FM; (c) Variation of high-fundament loss ratio with t1 and d
    Fig. 5. (a) Bending loss of FM and HOMs; (b) Mode field area of FM; (c) Variation of high-fundament loss ratio with t1 and d
    (a) Bending loss of FM and HOMs; (b) Mode field area of FM; (c) Variation of high-fundament loss ratio with d1 and t3
    Fig. 6. (a) Bending loss of FM and HOMs; (b) Mode field area of FM; (c) Variation of high-fundament loss ratio with d1 and t3
    (a1)-(c1) Electric mode field distribution of FM when the refractive index ring are trapezoidal, rectangular, Triangle; (a2)-(c2) Electric mode field distribution of HOMs when the refractive index ring are trapezoid, rectangular, triangle
    Fig. 7. (a1)-(c1) Electric mode field distribution of FM when the refractive index ring are trapezoidal, rectangular, Triangle; (a2)-(c2) Electric mode field distribution of HOMs when the refractive index ring are trapezoid, rectangular, triangle
    (a) Bending loss of FM and HOMs; (b) Mode field area of FM and bending loss ratio with the number of trenches
    Fig. 8. (a) Bending loss of FM and HOMs; (b) Mode field area of FM and bending loss ratio with the number of trenches
    (a1)-(d1) Electric field distribution of FM with 0 type trench to 3 types trenches; (a2)-(d2) Electric field distribution of HOMs with 0 type trench to 3 types trenches
    Fig. 9. (a1)-(d1) Electric field distribution of FM with 0 type trench to 3 types trenches; (a2)-(d2) Electric field distribution of HOMs with 0 type trench to 3 types trenches
    Change trend of FM, HOMs and effective mode field area with thermal load
    Fig. 10. Change trend of FM, HOMs and effective mode field area with thermal load
    ClassificationDiagramBending loss of FM/ dB·m−1Bending loss of HOM/ dB·m−1Mode field area/ μm2
    Trapezoid0.0568683.5842452313.67
    Rectangle0.0452820.0908141904.19
    Triangle0.0107905.7906161699.19
    Table 1. Performance comparison of fibers with different structures of refractive index ring
    Song Yang, Yulai She, Hao Du, Wentao Zhang, Jianfeng Rong. Structural design of bending-resistant all-solid fiber with large mode field[J]. Infrared and Laser Engineering, 2023, 52(3): 20220551
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