• Acta Photonica Sinica
  • Vol. 49, Issue 4, 0411002 (2020)
Mao-sheng HOU1, Yu-qing CHEN1, Da-li LIU2, Ming-li SUN1..., Zheng-xue SHI1 and Li-juan LI1|Show fewer author(s)
Author Affiliations
  • 1Key Laboratory of Optoelectronic Measurement and Optical Information Transmission Technology of Ministry of Education, College of Optoelectronic Engineering, Changchun University of Science and Technology, Changchun 130022, China
  • 2Beijing Institute of Space Mechanics&Electricity, Beijing 100094, China
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    DOI: 10.3788/gzxb20204904.0411002 Cite this Article
    Mao-sheng HOU, Yu-qing CHEN, Da-li LIU, Ming-li SUN, Zheng-xue SHI, Li-juan LI. Deviation Correction of Laser Scanning Projection Image Based on Time Compensation[J]. Acta Photonica Sinica, 2020, 49(4): 0411002 Copy Citation Text show less
    Schematic diagram of laser scanning system
    Fig. 1. Schematic diagram of laser scanning system
    Projection error
    Fig. 2. Projection error
    Causes of corner deviation
    Fig. 3. Causes of corner deviation
    Projected patterning and drive signal
    Fig. 4. Projected patterning and drive signal
    Effect of scanning speed on laser opening and closing error
    Fig. 5. Effect of scanning speed on laser opening and closing error
    Projected patterning with time-compensated
    Fig. 6. Projected patterning with time-compensated
    Optimal compensation time for each scanning speed
    Fig. 7. Optimal compensation time for each scanning speed
    Influence of corner deviation on projected patterning
    Fig. 8. Influence of corner deviation on projected patterning
    Angle deviation at different angles
    Fig. 9. Angle deviation at different angles
    Optimal compensation time at different angles
    Fig. 10. Optimal compensation time at different angles
    Optimal compensation time for different angles
    Fig. 11. Optimal compensation time for different angles
    Projected patterning and laser scanning projection system
    Fig. 12. Projected patterning and laser scanning projection system
    Actual projected patterning
    Fig. 13. Actual projected patterning
    Comparison of average position deviation before and after compensation correction
    Fig. 14. Comparison of average position deviation before and after compensation correction
    ItemsTheoretical positionPosition before compensationDeviation typeDeviation/mmPosition after compensationPatterning after compensation
    4(-1 200,-600)(-1 260.36,-680.56)Tailing deviation100.66(-1 199.75,-599.83)Without tailing deviation
    5(-1 200,-800)(-1 280.58,-790.22)Missing deviation81.17(-1 199.69,-800.18)Without missing deviation
    6(-1 200,-1 000)(-1 230.8,-980.16)Corner deviation36.64(-1 200.39,-1000.14)Without corner deviation
    10(-1 400,-600)(-1 390.64,-610.66)Corner deviation14.19(-1 399.82,-600.37)Without corner deviation
    11(-1 400,-800)(-1 380.03,-790.04)Corner deviation22.31(-1 400.07,-800.08)Without corner deviation
    12(-1 400,-1 000)(-1 320.04,-940.08)Tailing deviation99.9(-1 399.67,-999.8)Without tailing deviation
    16(-1 600,-600)(-1 590.24,-610.05)Corner deviation14.01(-1 600.17,-600.28)Without corner deviation
    17(-1 600,-800)(-1 585.24,-790.96)Corner deviation17.3(-1 599.72,-800.12)Without corner deviation
    18(-1 600,-1 000)(-1 610.56,-990.77)Corner deviation14.02(-1600.14,-1000.26)Without corner deviation
    Table 1. Data comparison
    Mao-sheng HOU, Yu-qing CHEN, Da-li LIU, Ming-li SUN, Zheng-xue SHI, Li-juan LI. Deviation Correction of Laser Scanning Projection Image Based on Time Compensation[J]. Acta Photonica Sinica, 2020, 49(4): 0411002
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