• Optics and Precision Engineering
  • Vol. 32, Issue 5, 694 (2024)
Chao QIN1,3, Honghai ZHOU1,2,3, Shuai HE1,3, Zhenbang XU1,3,*, and He ZHU1,2,3
Author Affiliations
  • 1Changchun Institute of Optics, Fine Mechanics and Physics, Chinese Academy of Sciences, Changchun30033, China
  • 2University of Chinese Academy of Sciences, Beijing100049, China
  • 3Key Laboratory of On-orbit Manufacturing and Integration for Space Optics System, Chinese Academy of Sciences, Changchun100, China
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    DOI: 10.37188/OPE.20243205.0694 Cite this Article
    Chao QIN, Honghai ZHOU, Shuai HE, Zhenbang XU, He ZHU. Integrated platform for micro-vibration simulation and active-passive vibration isolation[J]. Optics and Precision Engineering, 2024, 32(5): 694 Copy Citation Text show less
    Schematic diagram of integrated experimental platform for micro-vibration simulation and active-passive vibration isolation
    Fig. 1. Schematic diagram of integrated experimental platform for micro-vibration simulation and active-passive vibration isolation
    Finite element model of experimental platform
    Fig. 2. Finite element model of experimental platform
    First sixth modals of integrated experimental platform
    Fig. 3. First sixth modals of integrated experimental platform
    Principle for air-floating passive vibration isolation
    Fig. 4. Principle for air-floating passive vibration isolation
    Effect of passive vibration isolation in different directions
    Fig. 5. Effect of passive vibration isolation in different directions
    Principle of active vibration isolation based on feedback
    Fig. 6. Principle of active vibration isolation based on feedback
    Active damping control loop
    Fig. 7. Active damping control loop
    Electronic control system
    Fig. 8. Electronic control system
    Effect of active vibration isolation in different directions
    Fig. 9. Effect of active vibration isolation in different directions
    Distribution of sensors in micro-vibration simulated measurement
    Fig. 10. Distribution of sensors in micro-vibration simulated measurement
    Time domain simulation results of single frequency harmonic
    Fig. 11. Time domain simulation results of single frequency harmonic
    Test results of single frequency harmonic simulation
    Fig. 12. Test results of single frequency harmonic simulation
    Test results of multifrequency harmonic simulation
    Fig. 13. Test results of multifrequency harmonic simulation
    模态阶数固有频率/Hz振 型
    一阶5.5沿Z平动
    二阶6.2XY向复合平动
    三阶6.2XY向复合平动
    四阶6.7X轴摆动
    五阶9.8Z轴转动
    六阶9.9Y轴摆动
    Table 1. Modals of integrated experimental platform
    频率/Hz项 目平动加速度幅值/mg转动加速度幅值/(mrad·s-2
    XYZXYZ
    50目标值0.70.70.7606060
    实测值0.7050.7020.70260.22158.06660.005
    误差/%0.710.290.290.373.220.01
    Table 2. Test results of single frequency harmonic simulation
    频率/Hz项 目平动加速度幅值/mg转动加速度幅值/(mrad·s-2
    XYZXYZ
    20目标值0.70.70.7606060
    实测值0.7070.7090.70157.70957.55157.488
    误差(%)1.001.290.143.824.084.19
    50目标值0.70.70.7606060
    实测值0.7050.7030.70260.19958.65159.994
    误差(%)0.710.430.290.332.250.01
    100目标值0.70.70.7606060
    实测值0.7120.6910.70360.31156.45960.417
    误差(%)1.711.290.430.525.900.70
    Table 3. Test results of multifrequency harmonic simulation
    Chao QIN, Honghai ZHOU, Shuai HE, Zhenbang XU, He ZHU. Integrated platform for micro-vibration simulation and active-passive vibration isolation[J]. Optics and Precision Engineering, 2024, 32(5): 694
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