• Acta Optica Sinica
  • Vol. 41, Issue 10, 1011002 (2021)
Ying Liu, Jinsong Wang*, Huajian Li, and Axue Qu
Author Affiliations
  • School of Opto-Electronic Engineering, Changchun University of Science and Technology, Changchun, Jilin 130022, China
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    DOI: 10.3788/AOS202141.1011002 Cite this Article Set citation alerts
    Ying Liu, Jinsong Wang, Huajian Li, Axue Qu. Determination of Optimal Aperture of Hartmann Diaphragm in Automatic Focimeter[J]. Acta Optica Sinica, 2021, 41(10): 1011002 Copy Citation Text show less
    Schematic diagram of focal meter measurement based on Hartmann method
    Fig. 1. Schematic diagram of focal meter measurement based on Hartmann method
    Schematic diagram of Hartmann diaphragm
    Fig. 2. Schematic diagram of Hartmann diaphragm
    Schematic diagram of circular aperture Fresnel diffraction
    Fig. 3. Schematic diagram of circular aperture Fresnel diffraction
    Simulation diagram of r=0.1 mm. (a) Diffraction screen; (b) patterns after diffraction; (c) three-dimensional display of diffraction patterns; (d) normalized intensity distribution of diffraction patterns
    Fig. 4. Simulation diagram of r=0.1 mm. (a) Diffraction screen; (b) patterns after diffraction; (c) three-dimensional display of diffraction patterns; (d) normalized intensity distribution of diffraction patterns
    Normalized light intensity waveforms of diffraction pattern under different circular hole radii
    Fig. 5. Normalized light intensity waveforms of diffraction pattern under different circular hole radii
    Two-hole interference principle diagram
    Fig. 6. Two-hole interference principle diagram
    Two-hole interference simulation diagram
    Fig. 7. Two-hole interference simulation diagram
    Relationship between stripe spacing and two-hole spacing
    Fig. 8. Relationship between stripe spacing and two-hole spacing
    Programming flowchart
    Fig. 9. Programming flowchart
    Experimental setup
    Fig. 10. Experimental setup
    Three sets of parameters Hartmann diaphragm imaging diagram. (a) (r, d, m, n)=(0.2,0.8,9,9); (b) (r, d, m, n)=(0.1,0.75,9,11); (c) (r, d, m, n)=(0.04,0.9,7,11)
    Fig. 11. Three sets of parameters Hartmann diaphragm imaging diagram. (a) (r, d, m, n)=(0.2,0.8,9,9); (b) (r, d, m, n)=(0.1,0.75,9,11); (c) (r, d, m, n)=(0.04,0.9,7,11)
    Actual picture of Hartmann diaphragm when r=0.2 mm and d=0.8 mm
    Fig. 12. Actual picture of Hartmann diaphragm when r=0.2 mm and d=0.8 mm
    Number(r, d, m, n)
    (0.2,0.8,9,9)(0.1,0.75,9,11)(0.04,0.9,7,11)
    1819875
    2819873
    3809971
    4819672
    5799874
    6819870
    7809971
    8799768
    9799770
    10819573
    Table 1. Hartmann diaphragm imaging spot pattern coordinate acquisition correct amount
    (r, d, m, n)Number ofspots NAveragenumber ofidentifiablelight spotsSpotavailability /%
    (0.2,0.8,9,9)818098.77
    (0.1,0.75,9,11)999797.98
    (0.04,0.9,7,11)777192.21
    Table 2. Hartmann diaphragm spot availability
    Ying Liu, Jinsong Wang, Huajian Li, Axue Qu. Determination of Optimal Aperture of Hartmann Diaphragm in Automatic Focimeter[J]. Acta Optica Sinica, 2021, 41(10): 1011002
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