Chinese Optics, Volume. 18, Issue 1, 29(2025)

Research on pointing accuracy of liquid crystal phase array based on the variable period grating method

Zong-xin CAO1, Yi-long QIAN1, Yu-tong LIU1, Kun LI2, Zi-fan LI1, Jun-hao GONG1, Wu-sheng HU3, Da-wei ZHANG4, Rui-jin HONG4, Hong-min MAO1, Huan-jun LU1, Li-na FAN1、*, and Zhao-liang CAO1、*
Author Affiliations
  • 1Key Laboratory of Efficient Low-carbon Energy Conversion and Utilization of Jiangsu Provincial Higher Education Institutions, School of Physical Science and Technology, Suzhou University of Science and Technology, Suzhou 215009, China
  • 2Suzhou Lumi Laser Technology Co., Ltd, Suzhou 215100, China
  • 3Basic Department, Jiyuan Vocational and Technical College, Jiyuan 459099, China
  • 4School of Optical-Electronical and Computer Engineering, University of Shanghai for Science and Technology, Shanghai 200093, China
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    Figures & Tables(24)
    Working principle of kinoform. (a) Modulus; (b) quantization
    Phase modulation and quantization of VPG
    Diffraction efficiency as a function of diffraction angle for period gratings and variable period gratings
    Uniform phase modulation amount as a function of grey level for NG=32
    The pointing error caused by the discrete phase of the liquid crystal phase array
    Quantitation phase distribution at θ=2.06′. The red and blue lines represent the ideal phase distribution and the phase distribution for NG=32, respectively
    Relationship between the pointing error of uniform phase and the rotation angle
    Pointing error as a function of wavelength at the condition of PS=17 μm, PN=1024 and NG =32
    Pointing error as a function of effective grey levels at the condition of λ=1.064 μm, PS=17 μm and PN=1024
    Pointing error as a function of pixel size at the condition of λ=1.064 μm, NG=32 and PN=1024
    Pointing error as a function of pixel number at the condition of λ=1.064 μm, NG=32 and PS=17 μm
    Simulation and calculation results for 10 sets of data. The left ordinate represents the pointing errors of simulation and computation and the right ordinate represents the deviation
    Nonuniform phase modulation as a function of effective grey levels
    Uniform and nonuniform quantitation phase distribution at θ=0.41′
    Pointing error of nonuniform phase as a function of rotation angle
    Difference of pointing errors between uniform and nonuniform phase at different rotation angles
    Quantitation phase distributions for uniform and nonuniform phase at θ=−0.02′
    Experimental optical layout
    Acquired optical spot images. (a) Without the driving voltage; (b) NG=32; (c) NG=64; (d) NG=128; (e) NG=256
    Experimental measurement results of the centroid of the light spot with 50 horizontal deflections
    Pointing error as a function of effective grey levels
    Acquired optical spot images when the pixel numbers are (a) 1024, (b) 702, (c) 512, (d) 320 and (e) 200
    Pointing error as a function of pixel number
    • Table 1. Random selection data for the multivariable of liquid crystal phase array

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      Table 1. Random selection data for the multivariable of liquid crystal phase array

      组别PS/μmPNNGλ/μm
      110.01000501.000
      25.0800400.800
      38.0900600.500
      412.0512800.635
      515.0700320.444
      69.2600640.900
      716.0888760.456
      814.0666860.707
      918.0500901.180
      109.012001001.300
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    Zong-xin CAO, Yi-long QIAN, Yu-tong LIU, Kun LI, Zi-fan LI, Jun-hao GONG, Wu-sheng HU, Da-wei ZHANG, Rui-jin HONG, Hong-min MAO, Huan-jun LU, Li-na FAN, Zhao-liang CAO. Research on pointing accuracy of liquid crystal phase array based on the variable period grating method[J]. Chinese Optics, 2025, 18(1): 29

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    Paper Information

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    Received: May. 27, 2024

    Accepted: Jul. 25, 2024

    Published Online: Mar. 14, 2025

    The Author Email:

    DOI:10.37188/CO.2024-0097

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