• Chinese Journal of Lasers
  • Vol. 49, Issue 7, 0706005 (2022)
Wenzhang Song1、2, Bo Tang3, Junbin Huang1, Hongcan Gu1、*, Xuan Zhou1, Yandong Pang1, Yunyun Wang1, and Honglin Zhao1
Author Affiliations
  • 1College of Weapon Engineering, Naval University of Engineering, Wuhan, Hubei 430033, China
  • 291388 Troop, Chinese People’s Liberation Army, Zhanjiang, Guangdong 524002, China
  • 392587 Troop, Chinese People’s Liberation Army, Beijing 100161, China
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    DOI: 10.3788/CJL202249.0706005 Cite this Article Set citation alerts
    Wenzhang Song, Bo Tang, Junbin Huang, Hongcan Gu, Xuan Zhou, Yandong Pang, Yunyun Wang, Honglin Zhao. Low Frequency Dynamic Response of Diaphragm-Encapsulated Fiber Laser Hydrophone[J]. Chinese Journal of Lasers, 2022, 49(7): 0706005 Copy Citation Text show less
    Design structure and transverse vibration diagram of fiber laser hydrophone
    Fig. 1. Design structure and transverse vibration diagram of fiber laser hydrophone
    Changes of the first three order natural frequencies of simply supported beam model with prestress
    Fig. 2. Changes of the first three order natural frequencies of simply supported beam model with prestress
    First three order modes of simply supported beam model
    Fig. 3. First three order modes of simply supported beam model
    Changes of the first three order natural frequencies of clamped beam model with prestress
    Fig. 4. Changes of the first three order natural frequencies of clamped beam model with prestress
    First three order modes of clamped beam model
    Fig. 5. First three order modes of clamped beam model
    Natural frequency and mode of diaphragm encapsulated fiber laser under 200 pm prestress. (a) First-order natural frequency and mode; (b) second-order natural frequency and mode; (c) three-order natural frequency and mode
    Fig. 6. Natural frequency and mode of diaphragm encapsulated fiber laser under 200 pm prestress. (a) First-order natural frequency and mode; (b) second-order natural frequency and mode; (c) three-order natural frequency and mode
    First-order natural frequency of fiber laser hydrophone under fluid-structure coupling
    Fig. 7. First-order natural frequency of fiber laser hydrophone under fluid-structure coupling
    Average radial strain of fiber laser under radial sound pressure and sensitivity of fiber laser hydrophone under total strain. (a) Average radial strain; (b) sensitivity of hydrophone
    Fig. 8. Average radial strain of fiber laser under radial sound pressure and sensitivity of fiber laser hydrophone under total strain. (a) Average radial strain; (b) sensitivity of hydrophone
    Physical picture of fiber laser hydrophones after batch packaging
    Fig. 9. Physical picture of fiber laser hydrophones after batch packaging
    Calibration of fiber laser hydrophone by vibrating liquid column system
    Fig. 10. Calibration of fiber laser hydrophone by vibrating liquid column system
    Sensitivity curves of fiber laser hydrophone under different prestresses
    Fig. 11. Sensitivity curves of fiber laser hydrophone under different prestresses
    Prestress /pmNatural frequency /Hz
    First-orderSecond-orderThird-order
    200326.87984.061994.8
    400432.311125.902149.8
    600514.761250.602293.8
    800584.441362.902428.8
    Table 1. Natural frequency of fiber laser obtained by finite element simulation (without fluid-structure coupling)
    Prestress /pmNatural frequency /Hz
    First-orderSecond-orderThird-order
    200307.30923.931871.1
    400406.401057.102016.5
    600483.881174.102151.6
    800549.371279.502278.3
    Table 2. Natural frequency of fiber laser obtained by finite element simulation (with fluid-structure coupling)
    NumberInitial wavelength /nmActual wavelength /nmPrestress /pm
    223041534.581534.815235
    224161536.881537.140260
    224171536.861537.290430
    225061539.321539.770450
    222061532.181532.810630
    227051544.021544.695675
    228041546.421547.230810
    226051541.641542.480840
    Table 3. Initial wavelength and prestress of fiber laser hydrophone
    NumberPrestress /pmResonance frequency /Hz
    22304235315
    22416260315
    22417430400
    22506450400
    22206630500
    22705675500
    22804810500
    22605840500
    Table 4. Prestress of fiber laser hydrophone and resonance frequency corresponding to sensitivity curve
    Wenzhang Song, Bo Tang, Junbin Huang, Hongcan Gu, Xuan Zhou, Yandong Pang, Yunyun Wang, Honglin Zhao. Low Frequency Dynamic Response of Diaphragm-Encapsulated Fiber Laser Hydrophone[J]. Chinese Journal of Lasers, 2022, 49(7): 0706005
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