• Infrared and Laser Engineering
  • Vol. 49, Issue 3, 0303014 (2020)
Yingjie Yu1, Lin Chang1、*, Ketao Yan1, Weiwei Zheng1, Qulei Xu1, Chen Wang1, and Tao Sun2
Author Affiliations
  • 1School of Mechatronic Engineering and Automation, Shanghai University, Shanghai 200444, China
  • 2Shanghai Pudong Development Bank, Shanghai 200002, China
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    DOI: 10.3788/IRLA202049.0303014 Cite this Article
    Yingjie Yu, Lin Chang, Ketao Yan, Weiwei Zheng, Qulei Xu, Chen Wang, Tao Sun. Information separation of multi-surface based on wavelength phase-shifting interferometry[J]. Infrared and Laser Engineering, 2020, 49(3): 0303014 Copy Citation Text show less
    Reflection path diagram of interference beam
    Fig. 1. Reflection path diagram of interference beam
    Hanning window evaluation function
    Fig. 2. Hanning window evaluation function
    Weighted 36-steps sampling evaluation function
    Fig. 3. Weighted 36-steps sampling evaluation function
    Wrapped phase of 36-steps weighted sampling algorithm
    Fig. 4. Wrapped phase of 36-steps weighted sampling algorithm
    Residual errors of 36-steps weighted sampling algorithm
    Fig. 5. Residual errors of 36-steps weighted sampling algorithm
    RMS results under the errors of cavity length and thickness
    Fig. 6. RMS results under the errors of cavity length and thickness
    RMS results under different wavelength errors
    Fig. 7. RMS results under different wavelength errors
    Schematic diagram of wavelength phase-shifting interferometer
    Fig. 8. Schematic diagram of wavelength phase-shifting interferometer
    Weighted 36-steps phase-shifting interference test experiment
    Fig. 9. Weighted 36-steps phase-shifting interference test experiment
    Initial interferogram and weighted multi-step results
    Fig. 10. Initial interferogram and weighted multi-step results
    SurfaceTypeValueSurfaceTypeValue
    Front surface0Rear surface0.5
    –0.1–0.1
    0.00.03
    0.080.05
    0.10.15
    30060
    40450
    120250
    Table 1. Value of simulation parameters
    TypeMultiple of frequency( \begin{document}${v_i}/{v_{f -r} }$\end{document}) TypeMultiple of frequency( \begin{document}${v_i}/{v_{f -r} }$\end{document})
    23
    16
    Table 2. Frequency ratio distribution when M = 2
    Yingjie Yu, Lin Chang, Ketao Yan, Weiwei Zheng, Qulei Xu, Chen Wang, Tao Sun. Information separation of multi-surface based on wavelength phase-shifting interferometry[J]. Infrared and Laser Engineering, 2020, 49(3): 0303014
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