• Laser & Optoelectronics Progress
  • Vol. 59, Issue 17, 1706002 (2022)
Yue Han1、2, Tingfeng Wang1、*, Dun Gong1, Dongbo Che1、2, and Ming Wang1、2
Author Affiliations
  • 1State Key Laboratory of Laser Interaction with Matter, Changchun Institute of Optics, Fine Mechanics and Physics, Chinese Academy of Sciences, Changchun 130033, Jilin , China
  • 2University of Chinese Academy of Sciences, Beijing 100049, China
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    DOI: 10.3788/LOP202259.1706002 Cite this Article Set citation alerts
    Yue Han, Tingfeng Wang, Dun Gong, Dongbo Che, Ming Wang. Analyzing the Focusing Properties of Mixed Modes in a Step-Index Fiber[J]. Laser & Optoelectronics Progress, 2022, 59(17): 1706002 Copy Citation Text show less
    Simplified model of fiber laser passing through focusing system
    Fig. 1. Simplified model of fiber laser passing through focusing system
    Focusing properties varying with fundamental mode ratio when mixed modes are superimposed incoherently. (a) Average power density; (b) focus shift
    Fig. 2. Focusing properties varying with fundamental mode ratio when mixed modes are superimposed incoherently. (a) Average power density; (b) focus shift
    Focusing intensity distributions of incoherent superposition of two modes under different fundamental mode ratios. (a) α=0.3; (b) α=0.6; (c) α=0.9
    Fig. 3. Focusing intensity distributions of incoherent superposition of two modes under different fundamental mode ratios. (a) α=0.3; (b) α=0.6; (c) α=0.9
    Power density of coherent superposition of two modes varying with fundamental mode ratio and phase difference. (a) Fundamental mode ratio; (b) phase difference
    Fig. 4. Power density of coherent superposition of two modes varying with fundamental mode ratio and phase difference. (a) Fundamental mode ratio; (b) phase difference
    Power density of coherent superposition of three modes varying with fundamental mode ratio and phase difference. (a) Fundamental mode ratio; (b) phase difference
    Fig. 5. Power density of coherent superposition of three modes varying with fundamental mode ratio and phase difference. (a) Fundamental mode ratio; (b) phase difference
    When the phase difference isπ, the focused spot of two modes of coherent superposition with different fundamental mode ratios. (a) α=0.1; (b) α=0.3; (c) α=0.7; (d) α=1.0
    Fig. 6. When the phase difference isπ, the focused spot of two modes of coherent superposition with different fundamental mode ratios. (a) α=0.1; (b) α=0.3; (c) α=0.7; (d) α=1.0
    When the phase difference is different, the focus shift in x direction varying with the fundamental mode ratio. (a) Superposition of two modes; (b) superposition of three modes
    Fig. 7. When the phase difference is different, the focus shift in x direction varying with the fundamental mode ratio. (a) Superposition of two modes; (b) superposition of three modes
    When the fundamental mode ratio is different, the axial focus shift of the mixed modes varying with the phase difference. (a) LP01 mode and LP11 mode; (b) LP01 mode, LP11 mode, and LP02 mode
    Fig. 8. When the fundamental mode ratio is different, the axial focus shift of the mixed modes varying with the phase difference. (a) LP01 mode and LP11 mode; (b) LP01 mode, LP11 mode, and LP02 mode
    Yue Han, Tingfeng Wang, Dun Gong, Dongbo Che, Ming Wang. Analyzing the Focusing Properties of Mixed Modes in a Step-Index Fiber[J]. Laser & Optoelectronics Progress, 2022, 59(17): 1706002
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