• Laser & Optoelectronics Progress
  • Vol. 59, Issue 5, 0523001 (2022)
Bing Ran1, Dizhi Zhao2, and Lianghua Wen1、*
Author Affiliations
  • 1Faculty of Intelligence Manufacturing, Yibin University, Yibin , Sichuan 644000, China
  • 2National Key Laboratory of Science and Technology on Blind Signal Processing, Chengdu , Sichuan 610000, China
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    DOI: 10.3788/LOP202259.0523001 Cite this Article Set citation alerts
    Bing Ran, Dizhi Zhao, Lianghua Wen. Research on Dynamic Stress of Piezoelectric Fast Steering Mirror Stacked PZT Actuator[J]. Laser & Optoelectronics Progress, 2022, 59(5): 0523001 Copy Citation Text show less
    Structure and d33 effect mode of stacked PZT actuator. (a) Structure of stacked PZT actuator;
    Fig. 1. Structure and d33 effect mode of stacked PZT actuator. (a) Structure of stacked PZT actuator;
    Bending mode of stacked PZT actuator. (a) Tilting shape of 300 mm PFSM; (b) force and bending shape analysis of stacked PZT actuator; (c) microelement analysis of stacked PZT actuator
    Fig. 2. Bending mode of stacked PZT actuator. (a) Tilting shape of 300 mm PFSM; (b) force and bending shape analysis of stacked PZT actuator; (c) microelement analysis of stacked PZT actuator
    Deformations and stresses of the actuator under different driving voltage amplitudes. (a) Amplitude is 50 V; (b) amplitude is 200 V; (c) amplitude is 350 V; (d) amplitude is 500 V
    Fig. 3. Deformations and stresses of the actuator under different driving voltage amplitudes. (a) Amplitude is 50 V; (b) amplitude is 200 V; (c) amplitude is 350 V; (d) amplitude is 500 V
    Analyses of stresses of stacked PZT actuator under different driving voltage amplitudes
    Fig. 4. Analyses of stresses of stacked PZT actuator under different driving voltage amplitudes
    Shapes and stresses PZT layer under different bending stiffnesses of PZT hinge. (a) Bending stiffness is 0.16 N·m2; (b) bending stiffness is 2.5 N·m2; (c) bending stiffness is 12.56 N·m2; (d) bending stiffness is 40.2 N·m2
    Fig. 5. Shapes and stresses PZT layer under different bending stiffnesses of PZT hinge. (a) Bending stiffness is 0.16 N·m2; (b) bending stiffness is 2.5 N·m2; (c) bending stiffness is 12.56 N·m2; (d) bending stiffness is 40.2 N·m2
    Analyses of stresses of stacked PZT actuator under different bending stiffnesses of PZT hinge
    Fig. 6. Analyses of stresses of stacked PZT actuator under different bending stiffnesses of PZT hinge
    Shapes and stresses PZT layer under different voltage frequencies. (a) Frequency is 60 Hz; (b) frequency is 120 Hz; (c) frequency is 180 Hz; (d) frequency is 250 Hz.
    Fig. 7. Shapes and stresses PZT layer under different voltage frequencies. (a) Frequency is 60 Hz; (b) frequency is 120 Hz; (c) frequency is 180 Hz; (d) frequency is 250 Hz.
    Analyses of stresses of stacked PZT actuator under different voltage frequencies
    Fig. 8. Analyses of stresses of stacked PZT actuator under different voltage frequencies
    Distribution of actual value-predicted value and the probability distribution of internal studentized residuals. (a) Distribution of actual value-predicted value for CCD design; (b) probability distribution of internal studentized residuals for Von Miss stress
    Fig. 9. Distribution of actual value-predicted value and the probability distribution of internal studentized residuals. (a) Distribution of actual value-predicted value for CCD design; (b) probability distribution of internal studentized residuals for Von Miss stress
    (a) Contour map and (b) 3D response surface of Von Miss stress with BS and FR
    Fig. 10. (a) Contour map and (b) 3D response surface of Von Miss stress with BS and FR
    Test pointsFactorsUnitCode valueActual valueCode valueActual value
    Cubic pointsBSN·m2-15+125
    FRHz-1120+1250
    Central pointsBSN·m2015
    FRHz0185
    Axial pointsBSN·m2-1.4140.91.41429.1
    FRHz-1.414931.414277
    Table 1. Levels and codes of independent variables
    Bing Ran, Dizhi Zhao, Lianghua Wen. Research on Dynamic Stress of Piezoelectric Fast Steering Mirror Stacked PZT Actuator[J]. Laser & Optoelectronics Progress, 2022, 59(5): 0523001
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