• Laser & Optoelectronics Progress
  • Vol. 57, Issue 10, 101503 (2020)
Gongbing Su, Chao Li*, Tianxiang Liu, and Chun Fang
Author Affiliations
  • School of Mechanical Engineering and Automation, Wuhan Textile University, Wuhan, Hubei 430073, China
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    DOI: 10.3788/LOP57.101503 Cite this Article Set citation alerts
    Gongbing Su, Chao Li, Tianxiang Liu, Chun Fang. Processing Trajectory Planning of Space Curved Robot Based on Vision[J]. Laser & Optoelectronics Progress, 2020, 57(10): 101503 Copy Citation Text show less
    Schematic diagram of panoramic vision reconstruction of binocular camera
    Fig. 1. Schematic diagram of panoramic vision reconstruction of binocular camera
    Schematic of discrete difference
    Fig. 2. Schematic of discrete difference
    Principle of Z axis projection
    Fig. 3. Principle of Z axis projection
    Transformation principle of robot hand-eye system
    Fig. 4. Transformation principle of robot hand-eye system
    Flow chart of program
    Fig. 5. Flow chart of program
    Diagram of measurement system with dual cameras
    Fig. 6. Diagram of measurement system with dual cameras
    3D reconstructed trajectory of target
    Fig. 7. 3D reconstructed trajectory of target
    Fitting track of target point
    Fig. 8. Fitting track of target point
    Number of poses corresponding to the curve segment
    Fig. 9. Number of poses corresponding to the curve segment
    Attitude comparison of different algorithms. (a) Debord recursive algorithm; (b) discrete difference projection algorithm
    Fig. 10. Attitude comparison of different algorithms. (a) Debord recursive algorithm; (b) discrete difference projection algorithm
    Curve of the joint angle of robot
    Fig. 11. Curve of the joint angle of robot
    Comparison of simulation and actual trajectory
    Fig. 12. Comparison of simulation and actual trajectory
    XYZXYZ
    -4.470845.3343-65.379217.2486-42.1281-62.8574
    -10.723944.0184-60.099611.1596-44.0246-57.4907
    -15.943142.2474-53.708223.7587-39.0251-66.7299
    -20.283140.0426-47.06975.6721-44.8949-51.3188
    -24.024737.6547-40.197430.0616-34.1863-69.5896
    -27.318435.1549-32.95080.7824-45.0217-44.5103
    -30.352632.3436-25.5848-7.7128-43.7856-30.2402
    -33.394128.9972-18.306435.9325-28.4488-69.5238
    -44.3854-0.9169-56.625140.2012-21.4707-67.9720
    -43.93123.2452-49.880143.1472-14.2493-65.0595
    -43.36917.0826-42.520723.6056-39.0745-67.0302
    -42.687810.6839-34.701344.8384-7.0544-61.4039
    -41.377714.1791-27.532545.5091-25.1415-56.5349
    -39.898418.0357-20.191345.57655.3917-50.6221
    -33.269728.9925-18.570241.646418.5807-66.2476
    -37.196323.3390-14.506943.715213.5538-60.3271
    -38.7525-21.4212-51.518839.135623.5746-60.5420
    -36.8922-24.0920-44.113437.474426.4241-52.8585
    -34.7071-26.7976-36.427844.743810.0653-52.8967
    -32.0580-29.6642-29.019835.918928.7844-45.0712
    -28.7311-32.7802-22.084034.353830.9418-36.9648
    -23.8762-36.3920-16.44898.572844.4551-60.5686
    0.7385-44.8554-44.492932.551933.0054-29.0969
    -3.5894-44.4082-37.448111.375243.8609-52.9607
    -12.0735-42.3674-23.287913.696143.3275-45.0121
    -17.2287-40.2845-17.057830.291335.1953-21.3872
    21.364640.8145-21.375615.989142.7043-37.0399
    26.033438.3677-15.366018.425441.8852-29.2453
    Table 1. World coordinate of laser target trajectoryunit: mm
    Gongbing Su, Chao Li, Tianxiang Liu, Chun Fang. Processing Trajectory Planning of Space Curved Robot Based on Vision[J]. Laser & Optoelectronics Progress, 2020, 57(10): 101503
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