Laser & Optoelectronics Progress, Volume. 61, Issue 9, 0922002(2024)

Optimization Design of the Constraint Method to Repress the Thermal Deformation of Reflecting Mirror

Chao Luo1,3、*, Biyi Wang2, Haibo Yang2, Lei Yuan3, and Jian Liu1,3
Author Affiliations
  • 1Southwestern Institute of Physics, Chengdu 610200, Sichuan, China
  • 2Science and Technology on Electro-Optical Information Security Control Laboratory, Tianjin 300450, China
  • 3The Engineering & Technical College of Chengdu University of Technology, Leshan 614000, Sichuan, China
  • show less
    Figures & Tables(11)
    Schematic diagram of the layout of the reflecting mirrors
    Schematic diagram of the four types of support methods (constraints). (a) 1# support method; (b) 2# support method; (c) 3# support method (d) 4# support method
    Schematic diagram of the local coordinates and three sufaces of the reflecting mirror
    Temperature distribution of the reflecting surface (P=1500 W, t=5 s)
    Mirror deformation and introduction of optical path difference. (a) Deformation of the reflecting mirror; (b) optical path difference introduced by the deformation
    Distribution of introduced optical path difference (ΔOPL) caused by the relative deformation of the reflecting surface in the beam spot area under 1#‒4# support methods and their comparison. (a) 1# support method; (b) 2# support method; (c) 3# support method; (d) 4# support method; (e) comparison of ΔOPL distribution in the spot area under 1#‒4# support methods
    Errors between the original wavefront phase plane and the reconstructed phase plane, original phase plane and reconstructed phase plane for different support methods. (a) 1# support method; (b) 2# support method; (c) 3# support method; (d) 4# support method
    Deformation distribution of the mirror surface in spot area measured by Hartmann
    Maximum value of mirror surface's relative deformation with the laser raying time
    • Table 1. Maximum and relative deformation values of the beam region for several constrained reflecting surfaces (laser: P=1500 W, t=5 s)

      View table

      Table 1. Maximum and relative deformation values of the beam region for several constrained reflecting surfaces (laser: P=1500 W, t=5 s)

      Support methoddfmax /μmΔdfmax /μm
      1#19.7502.250
      2#19.0002.000
      3#10.6800.140
      4#12.5250.035
    • Table 2. Fitting coefficients of Zernike polynomials with different constraints

      View table

      Table 2. Fitting coefficients of Zernike polynomials with different constraints

      Zernike term coefficient1#2#3#4#
      1-115.6610-107.3550-62.4910-73.9150
      20.04220.03120.0061-0.0072
      30.00010.000100
      44.82542.6940-0.57730.1500
      53.99222.7375-0.48930.0594
      6-0.0054-0.00610.00030.0002
      70.00280.0064-0.00730.0035
      80.000100-0.0000
      90.89781.0847-0.1348-0.0545
      100.00330.0047-0.00130.0011
      11-0.00020.0001-0.0001-0.0002
      120.91521.1316-0.0853-0.0270
      130.0009-0.0006-0.00080.0001
      140.0048-0.00550.00520.0001
      150.000200.00100
    Tools

    Get Citation

    Copy Citation Text

    Chao Luo, Biyi Wang, Haibo Yang, Lei Yuan, Jian Liu. Optimization Design of the Constraint Method to Repress the Thermal Deformation of Reflecting Mirror[J]. Laser & Optoelectronics Progress, 2024, 61(9): 0922002

    Download Citation

    EndNote(RIS)BibTexPlain Text
    Save article for my favorites
    Paper Information

    Category: Optical Design and Fabrication

    Received: Apr. 17, 2023

    Accepted: Jun. 1, 2023

    Published Online: May. 6, 2024

    The Author Email: Chao Luo (luochao03257@163.com)

    DOI:10.3788/LOP231089

    CSTR:32186.14.LOP231089

    Topics