• Optics and Precision Engineering
  • Vol. 31, Issue 19, 2836 (2023)
Ziran CHEN1,2,3, Hengxiao ZHANG1,3, Zhiying HE1,3,*, Hongyou CHEN1,3, and Haiyou YU1,3
Author Affiliations
  • 1Engineering Research Center of Mechanical Testing Technology and Equipment, Ministry of Education, Chongqing University of Technology, Chongqing400054, China
  • 2CCTEG Chongqing Research Institute, Chongqing400039, China
  • 3Chongqing Key Laboratory of Time-Grating Sensing and Advanced Testing Technology, Chongqing400054, China
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    DOI: 10.37188/OPE.20233119.2836 Cite this Article
    Ziran CHEN, Hengxiao ZHANG, Zhiying HE, Hongyou CHEN, Haiyou YU. Magnetic field time-gate displacement sensor based on discrete winding and its error characteristics[J]. Optics and Precision Engineering, 2023, 31(19): 2836 Copy Citation Text show less
    Overall structure of magnetic-field type time-gating displacement sensor
    Fig. 1. Overall structure of magnetic-field type time-gating displacement sensor
    Position of induction winding and excitation winding
    Fig. 2. Position of induction winding and excitation winding
    Schematic diagram of displacement solution scheme
    Fig. 3. Schematic diagram of displacement solution scheme
    Different installation attitudes of sensor moving ruler
    Fig. 4. Different installation attitudes of sensor moving ruler
    Simulation results under different excitation signal amplitudes within a pitch
    Fig. 5. Simulation results under different excitation signal amplitudes within a pitch
    Displacement error curves and error spectra of different excitation signal amplitudes within a pitch
    Fig. 6. Displacement error curves and error spectra of different excitation signal amplitudes within a pitch
    Tilting diagram of moving ruler
    Fig. 7. Tilting diagram of moving ruler
    Simulation results under different tilt angles within a pitch
    Fig. 8. Simulation results under different tilt angles within a pitch
    Displacement error curves and error spectra for different tilt angles within a pitch
    Fig. 9. Displacement error curves and error spectra for different tilt angles within a pitch
    Flipping diagram of moving ruler
    Fig. 10. Flipping diagram of moving ruler
    Simulation results under different flip angles within a pitch
    Fig. 11. Simulation results under different flip angles within a pitch
    Displacement error curves and error spectra for different flip angles within a pitch
    Fig. 12. Displacement error curves and error spectra for different flip angles within a pitch
    Deflection of moving ruler
    Fig. 13. Deflection of moving ruler
    Simulation results under different deflection angles within a pitch
    Fig. 14. Simulation results under different deflection angles within a pitch
    Displacement error curves and error spectra for different deflection angles within a pitch
    Fig. 15. Displacement error curves and error spectra for different deflection angles within a pitch
    Fixed and moving scales of sensors
    Fig. 16. Fixed and moving scales of sensors
    Experimental platform for error characteristics of time-gate displacement sensor
    Fig. 17. Experimental platform for error characteristics of time-gate displacement sensor
    Prototype of time-gate displacement sensor
    Fig. 18. Prototype of time-gate displacement sensor
    Measurement error curves and error spectra of different excitation signal amplitudes within a pitch
    Fig. 19. Measurement error curves and error spectra of different excitation signal amplitudes within a pitch
    Measurement error curves and errors spectra for different tilt angles within a pitch
    Fig. 20. Measurement error curves and errors spectra for different tilt angles within a pitch
    Measurement error curves and error spectra for different flip angles within a pitch
    Fig. 21. Measurement error curves and error spectra for different flip angles within a pitch
    Measurement error curves and error spectra for different deflection angles within a pitch
    Fig. 22. Measurement error curves and error spectra for different deflection angles within a pitch
    Measurement error curves before and after harmonic correction within full-range
    Fig. 23. Measurement error curves before and after harmonic correction within full-range

    激励信号幅值

    /角度

    谐波频次的幅值
    直流分量6次谐波12次谐波18次谐波24次谐波30次谐波36次谐波
    1 A和1 A3.412.8534.095.255.284.082.03
    1 A和2 A23.418.3555.809.749.738.421.07
    1 A和3 A42.937.7390.6914.578.254.4713.37
    1 A和4 A71.1114.5390.6914.578.254.4713.37
    α=1°7.392.7933.393.619.755.436.19
    α=2°32.663.2840.827.817.736.871.26
    α=3°40.239.8254.7212.778.706.075.10
    β=1°10.491.1936.422.833.356.398.18
    β=2°10.767.3245.156.777.163.621.04
    β=3°13.404.7455.486.078.2012.644.53
    θ=1°5.565.1159.8013.976.841.9111.05
    θ=2°8.277.0585.7414.7713.6211.739.25
    θ=3°16.6311.74125.4526.9610.8713.599.83
    Table 1. Influence of excitation signal error and mounting error on measurement accuracy over entire scale
    Ziran CHEN, Hengxiao ZHANG, Zhiying HE, Hongyou CHEN, Haiyou YU. Magnetic field time-gate displacement sensor based on discrete winding and its error characteristics[J]. Optics and Precision Engineering, 2023, 31(19): 2836
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