• Laser & Optoelectronics Progress
  • Vol. 56, Issue 9, 090101 (2019)
Lihui Liu1、*, Bitao Tan1, and Canji Mai2
Author Affiliations
  • 1 Space Engineering University, Beijing 101416, China
  • 2 Northwest Institute of Nuclear Technology, Xi'an, Shaanxi 710024, China
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    DOI: 10.3788/LOP56.090101 Cite this Article Set citation alerts
    Lihui Liu, Bitao Tan, Canji Mai. Structural Parameter Design and Performance Simulation of 241-Element Deformable Mirror[J]. Laser & Optoelectronics Progress, 2019, 56(9): 090101 Copy Citation Text show less
    Structural diagram of model of 241-element deformable mirror. (a) Back; (b) side
    Fig. 1. Structural diagram of model of 241-element deformable mirror. (a) Back; (b) side
    Influence function of driver. (a) Surface of influence function; (b) curve of influence function
    Fig. 2. Influence function of driver. (a) Surface of influence function; (b) curve of influence function
    Relationship among laser facula, sub-aperture and driver of sensor. (a) Laser facula; (b) alignment of sub-facula, sub-aperture, and drivers
    Fig. 3. Relationship among laser facula, sub-aperture and driver of sensor. (a) Laser facula; (b) alignment of sub-facula, sub-aperture, and drivers
    Process of simulation and calculation
    Fig. 4. Process of simulation and calculation
    RMS value of residual fitting error of Zernike polynomial when distance of adjacent drivers is 9 mm. (a) Range of r is 1-3 mm; (b) range of r is 1-2 mm
    Fig. 5. RMS value of residual fitting error of Zernike polynomial when distance of adjacent drivers is 9 mm. (a) Range of r is 1-3 mm; (b) range of r is 1-2 mm
    RMS value of residual fitting error of Zernike polynomial when distance of adjacent drivers is 10 mm. (a) Range of r is 1-3 mm; (b) range of r is 1-2 mm
    Fig. 6. RMS value of residual fitting error of Zernike polynomial when distance of adjacent drivers is 10 mm. (a) Range of r is 1-3 mm; (b) range of r is 1-2 mm
    RMS value of residual fitting error of Zernike polynomial when distance of adjacent drivers is 11 mm. (a) Range of r is 1-3 mm; (b) range of r is 1-2 mm
    Fig. 7. RMS value of residual fitting error of Zernike polynomial when distance of adjacent drivers is 11 mm. (a) Range of r is 1-3 mm; (b) range of r is 1-2 mm
    RMS value of residual fitting error of Zernike polynomial when radius of pale is 1 mm. (a) Range of d is 8-12 mm; (b) range of d is 10-12 mm
    Fig. 8. RMS value of residual fitting error of Zernike polynomial when radius of pale is 1 mm. (a) Range of d is 8-12 mm; (b) range of d is 10-12 mm
    RMS value of residual fitting error of Zernike polynomial when radius of pale is 1.5 mm. (a) Range of d is 8-12 mm; (b) range of d is 10-12 mm
    Fig. 9. RMS value of residual fitting error of Zernike polynomial when radius of pale is 1.5 mm. (a) Range of d is 8-12 mm; (b) range of d is 10-12 mm
    RMS value of residual fitting error of Zernike polynomial when radius of pale is 1-1.5 mm and distance of adjacent drivers is 9.5-10.5 mm. (a) Curves when distance of 9.5 mm is not deleted; (b) curves when distance of 9.5 mm is deleted
    Fig. 10. RMS value of residual fitting error of Zernike polynomial when radius of pale is 1-1.5 mm and distance of adjacent drivers is 9.5-10.5 mm. (a) Curves when distance of 9.5 mm is not deleted; (b) curves when distance of 9.5 mm is deleted
    Calculated curve of coupling factor of deformable mirror
    Fig. 11. Calculated curve of coupling factor of deformable mirror
    RMS value of residual fitting error of Zernike polynomial under different translation errors. (a) Translation error is 0-10 mm; (b) translation error is 0-4 mm
    Fig. 12. RMS value of residual fitting error of Zernike polynomial under different translation errors. (a) Translation error is 0-10 mm; (b) translation error is 0-4 mm
    RMS value of residual fitting error of Zernike polynomial when horizontal and vertical translation errors coexist. (a) Translation error is 0-10 mm; (b) translation error is 0-4 mm
    Fig. 13. RMS value of residual fitting error of Zernike polynomial when horizontal and vertical translation errors coexist. (a) Translation error is 0-10 mm; (b) translation error is 0-4 mm
    RMS value of residual fitting error of Zernike polynomial under different rotation errors. (a) Rotation error is 0°-10°; (b) rotation error is 0°-6°
    Fig. 14. RMS value of residual fitting error of Zernike polynomial under different rotation errors. (a) Rotation error is 0°-10°; (b) rotation error is 0°-6°
    Lihui Liu, Bitao Tan, Canji Mai. Structural Parameter Design and Performance Simulation of 241-Element Deformable Mirror[J]. Laser & Optoelectronics Progress, 2019, 56(9): 090101
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