• Acta Optica Sinica
  • Vol. 39, Issue 3, 0322001 (2019)
Mengqi Shao1、2、*, Lei Zhang1、3、*, Lin Li1、2, and Lei Wei3
Author Affiliations
  • 1 Changchun Institute of Optics, Fine Mechanics and Physics, Chinese Academy of Sciences, Changchun, Jilin 130033, China
  • 2 University of Chinese Academy of Sciences, Beijing 100049, China
  • 3 Chang Guang Satellite Technology Co. Ltd., Changchun, Jilin 130031, China
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    DOI: 10.3788/AOS201939.0322001 Cite this Article Set citation alerts
    Mengqi Shao, Lei Zhang, Lin Li, Lei Wei. Optimization Design of Supporting Backplate for Ultra-Light Space Camera[J]. Acta Optica Sinica, 2019, 39(3): 0322001 Copy Citation Text show less
    Model of primary mirror
    Fig. 1. Model of primary mirror
    Flexible supporting part
    Fig. 2. Flexible supporting part
    Boundary dimension parameters of backplate
    Fig. 3. Boundary dimension parameters of backplate
    Connection between backplate and other structures
    Fig. 4. Connection between backplate and other structures
    Finite element models of initial structure of backplate. (a) Initially designed finite element model; (b) initial structure finite element model of constraint
    Fig. 5. Finite element models of initial structure of backplate. (a) Initially designed finite element model; (b) initial structure finite element model of constraint
    Iterative convergence curve
    Fig. 6. Iterative convergence curve
    (a) Topological optimization result of initial structure of backplate; (b) processed backplate model
    Fig. 7. (a) Topological optimization result of initial structure of backplate; (b) processed backplate model
    Parameter variables of supporting backplate structure
    Fig. 8. Parameter variables of supporting backplate structure
    Procedure of optimization iteration
    Fig. 9. Procedure of optimization iteration
    Supporting backplate model after optimization. (a) Obverse side; (b) reverse side
    Fig. 10. Supporting backplate model after optimization. (a) Obverse side; (b) reverse side
    Displacement cloud image of mirror surface
    Fig. 11. Displacement cloud image of mirror surface
    First order intrinsic mode shape of mirror assembly
    Fig. 12. First order intrinsic mode shape of mirror assembly
    MaterialDensity /(g·cm-3)Elasticity modulus /GPaThermal conductivity /(W·m-1·K-1)Coefficient of linear expansion /(106 m·℃-1)Specific stiffness /(N·tex-1)Thermostability /(106 W·m-2)Quality factor
    Al2.7068167.0022.5025.197.42186.97
    Ti4.401147.409.1025.910.8121.07
    MgAl1.8040201.0025.0022.228.04178.65
    4J32 invar alloy8.9014113.700.6515.8421.08333.86
    35%SiC/Al3.00100155.0016.0033.339.69322.88
    55%SiC/Al2.94213235.008.0072.4029.382126.75
    SiC3.20400155.002.40125.0064.588072.92
    Table 1. Performance parameters and comprehensive quality factors of commonly used spatial structural materials
    VariableRange /mmInitial value /mmOptimization result /mm
    Bh[2,4]3.02.0
    H[9,13]13.59.6
    Tc[2,4]5.02.2
    Tic[2,4]3.02.2
    TL1[2,4]5.02.1
    TL2[2,4]5.02.5
    Table 2. Designed variables and optimized results
    LoadFace shape precision
    RMS /nmPeak to valley /nm
    25℃0.1580.781
    FX1.1695.403
    FZ4.06917.620
    FX+25 ℃1.2216.181
    FZ+25 ℃3.95318.190
    Table 3. Surface analysis and accuracy comparison
    Swing around Z axis /HzVibration along X axis /HzVibration along Y axis /HzMass of supporting backplate /kg
    3974094100.591
    Table 4. First three order modal information of mirror assembly
    ParameterDirection along XDirection along YDirection along Z
    Frequency range /Hz10-8080-800800-2000
    Power spectral density /(g2·Hz-1)+3 dB/oct0.01-6 dB/oct
    Root-mean-square(RMS)3.56g
    Table 5. Conditions of random vibration test
    DirectionXYZ
    Result of random vibration analysis(RMS)10.98g10.91g15.45g
    Table 6. Analysis result of random response
    Mengqi Shao, Lei Zhang, Lin Li, Lei Wei. Optimization Design of Supporting Backplate for Ultra-Light Space Camera[J]. Acta Optica Sinica, 2019, 39(3): 0322001
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