• Laser & Optoelectronics Progress
  • Vol. 58, Issue 13, 1312001 (2021)
Jingxuan Wang, Yi Wang*, Jiachen Zhang, Huaiyu Cai, and Xiaodong Chen
Author Affiliations
  • Key Laboratory of Photoelectric Information, Ministry of Education, School of Precision Instruments and Optoelectronic Engineering, Tianjin University, Tianjin 300072, China
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    DOI: 10.3788/LOP202158.1312001 Cite this Article Set citation alerts
    Jingxuan Wang, Yi Wang, Jiachen Zhang, Huaiyu Cai, Xiaodong Chen. Target and Decoding Method Based on Projective Invariance Principle[J]. Laser & Optoelectronics Progress, 2021, 58(13): 1312001 Copy Citation Text show less
    Wiring harness diagram
    Fig. 1. Wiring harness diagram
    Coding target composition. (a) Target templates; (b) corresponding name of coding circle; (c) example of coding targets
    Fig. 2. Coding target composition. (a) Target templates; (b) corresponding name of coding circle; (c) example of coding targets
    Three wire harnesses for one target. (a) Situation 1; (b) situation 2; (c) situation 3
    Fig. 3. Three wire harnesses for one target. (a) Situation 1; (b) situation 2; (c) situation 3
    Decoding process of target
    Fig. 4. Decoding process of target
    Experiment scenes and some equipment. (a) Experimental test scenarios; (b) goniometer; (c) three targets for test
    Fig. 5. Experiment scenes and some equipment. (a) Experimental test scenarios; (b) goniometer; (c) three targets for test
    White boards shot at different oblique angles. (a) 0∘; (b) 30∘; (c) 60∘
    Fig. 6. White boards shot at different oblique angles. (a) 0; (b) 30; (c) 60
    Error bar graphs of 9 targets at different inclination angles
    Fig. 7. Error bar graphs of 9 targets at different inclination angles
    Plane target coordinate system
    Fig. 8. Plane target coordinate system
    Cylindrical coordinate system
    Fig. 9. Cylindrical coordinate system
    Mean difference of cross ratio between plane and cylinder of target
    Fig. 10. Mean difference of cross ratio between plane and cylinder of target
    Schematic of commonly used traditional targets. (a) Hattori target template; (b) Hattori target; (c) Schnerider target template; (d) Schnerider target
    Fig. 11. Schematic of commonly used traditional targets. (a) Hattori target template; (b) Hattori target; (c) Schnerider target template; (d) Schnerider target
    Decoding accuracy rate of three targets at different tilt angles
    Fig. 12. Decoding accuracy rate of three targets at different tilt angles
    Tilt angle /(°)01020304050606570
    Decoding accuracy rate /%1001001001001001001007856
    Table 1. Decoding accuracy at different tilt angles
    Tilt angle /(°)Mean valueVariance
    00.0006467.84×10-7
    100.0003832.40×10-7
    200.0007325.33×10-7
    300.0008359.26×10-7
    400.0009901.13×10-6
    500.0010842.00×10-6
    600.0013692.07×10-6
    650.0823500.033334
    700.3903270.152914
    Table 2. Error mean and variance of 9 targets at different tilt angles
    Jingxuan Wang, Yi Wang, Jiachen Zhang, Huaiyu Cai, Xiaodong Chen. Target and Decoding Method Based on Projective Invariance Principle[J]. Laser & Optoelectronics Progress, 2021, 58(13): 1312001
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