• Laser & Optoelectronics Progress
  • Vol. 58, Issue 13, 1306009 (2021)
Zhou Meng*, Wei Chen, Jianfei Wang, Xiaoyang Hu, Mo Chen, Yang Lu, Yu Chen, and Yichi Zhang
Author Affiliations
  • College of Meteorology and Oceanology, National University of Defense Technology, Changsha , Hunan 410073, China
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    DOI: 10.3788/LOP202158.1306009 Cite this Article Set citation alerts
    Zhou Meng, Wei Chen, Jianfei Wang, Xiaoyang Hu, Mo Chen, Yang Lu, Yu Chen, Yichi Zhang. Research Progress of Fiber Optic Hydrophone Technology[J]. Laser & Optoelectronics Progress, 2021, 58(13): 1306009 Copy Citation Text show less
    Physical image of the Virginia-Class Nuclear submarine[7,67]
    Fig. 1. Physical image of the Virginia-Class Nuclear submarine[7,67]
    Physical image of the FOH array[27]
    Fig. 2. Physical image of the FOH array[27]
    Structure of a very low frequency interference FOH probe
    Fig. 3. Structure of a very low frequency interference FOH probe
    Frequency response of a very low frequency interferometric FOH
    Fig. 4. Frequency response of a very low frequency interferometric FOH
    Phase noise of a very low frequency interferometric FOH system
    Fig. 5. Phase noise of a very low frequency interferometric FOH system
    Principle of the remote FOH array system[81]
    Fig. 6. Principle of the remote FOH array system[81]
    Phase noise changes with modulation frequency[93]
    Fig. 7. Phase noise changes with modulation frequency[93]
    Phase noises under different phase modulation indices[93]
    Fig. 8. Phase noises under different phase modulation indices[93]
    Output spectrum when the input power is 400 mW[98]
    Fig. 9. Output spectrum when the input power is 400 mW[98]
    Phase noises corresponding to different output lights[98]
    Fig. 10. Phase noises corresponding to different output lights[98]
    Physical picture of the towed line array FOH[102]
    Fig. 11. Physical picture of the towed line array FOH[102]
    Flow noise of the towed line array FOH[102]
    Fig. 12. Flow noise of the towed line array FOH[102]
    Ultra short cavity BEFL based on pump pre-amplification[115]
    Fig. 13. Ultra short cavity BEFL based on pump pre-amplification[115]
    Principle of the compact BEFL [116]
    Fig. 14. Principle of the compact BEFL [116]
    Phase noise spectrum of the BEFL[121]
    Fig. 15. Phase noise spectrum of the BEFL[121]
    Target orientation results of the single primitive FOVH
    Fig. 16. Target orientation results of the single primitive FOVH
    Target orientation result of 4-primitive FOVH horizontal array. (a) Orientation result of the sound pressure sub-array; (b) orientation result of the vector array
    Fig. 17. Target orientation result of 4-primitive FOVH horizontal array. (a) Orientation result of the sound pressure sub-array; (b) orientation result of the vector array
    Target orientation result of the FOVH vertical array. (a) Single primitive; (b) vector vertical array[150]
    Fig. 18. Target orientation result of the FOVH vertical array. (a) Single primitive; (b) vector vertical array[150]
    Structure of the FOVH
    Fig. 19. Structure of the FOVH
    Acceleration sensitivity of the FOVH
    Fig. 20. Acceleration sensitivity of the FOVH
    Three-axis directivity of the FOVH. (a) x-axis; (b) y-axis; (c) z-axis
    Fig. 21. Three-axis directivity of the FOVH. (a) x-axis; (b) y-axis; (c) z-axis
    Distributed FOH based on discrete sensitivity-enhanced structure
    Fig. 22. Distributed FOH based on discrete sensitivity-enhanced structure
    Distributed FOH based on consecutive sensitivity-enhanced structure
    Fig. 23. Distributed FOH based on consecutive sensitivity-enhanced structure
    Structure of fading noise suppression based on frequency division multiplexing[185]
    Fig. 24. Structure of fading noise suppression based on frequency division multiplexing[185]
    Fading noise suppression effect based on frequency division multiplexing. (a) Interference signal strength position-time domain diagram; (b) phase position-spectrogram; (c) suppressed phase position-spectrogram[185]
    Fig. 25. Fading noise suppression effect based on frequency division multiplexing. (a) Interference signal strength position-time domain diagram; (b) phase position-spectrogram; (c) suppressed phase position-spectrogram[185]
    DAS system based on diversity reception and optimal weight averaging algorithm. (a) Structure diagram of the system; (b) experimental results
    Fig. 26. DAS system based on diversity reception and optimal weight averaging algorithm. (a) Structure diagram of the system; (b) experimental results
    Zhou Meng, Wei Chen, Jianfei Wang, Xiaoyang Hu, Mo Chen, Yang Lu, Yu Chen, Yichi Zhang. Research Progress of Fiber Optic Hydrophone Technology[J]. Laser & Optoelectronics Progress, 2021, 58(13): 1306009
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