• Acta Optica Sinica
  • Vol. 40, Issue 17, 1712003 (2020)
An Shu1、2、3, Haodong Pei1、3、*, Lei Ding1、3, Huixian Duan1、3, and Shanshan Zhou1、3
Author Affiliations
  • 1Key Laboratory of Infrared System Detection and Imaging Technology, Chinese Academy of Sciences, Shanghai 200083, China
  • 2University of Chinese Academy of Sciences, Beijing 100049, China
  • 3Shanghai Institute of Technical Physics, Chinese Academy of Sciences, Shanghai 200083, China
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    DOI: 10.3788/AOS202040.1712003 Cite this Article Set citation alerts
    An Shu, Haodong Pei, Lei Ding, Huixian Duan, Shanshan Zhou. Binocular Visual Position and Attitude Measurement Method for a Spatial Non-Cooperative Target[J]. Acta Optica Sinica, 2020, 40(17): 1712003 Copy Citation Text show less
    Binocular visual position and attitude measurement model
    Fig. 1. Binocular visual position and attitude measurement model
    Non-cooperative target structure simulation diagram
    Fig. 2. Non-cooperative target structure simulation diagram
    Schematic of docking ring detection of left images. (a) Set of candidate ellipses; (b) bounding ellipse by filtered
    Fig. 3. Schematic of docking ring detection of left images. (a) Set of candidate ellipses; (b) bounding ellipse by filtered
    Schematic of docking ring detection of right images. (a) Set of candidate ellipses; (b) bounding ellipse by filtered
    Fig. 4. Schematic of docking ring detection of right images. (a) Set of candidate ellipses; (b) bounding ellipse by filtered
    Two-pass algorithm diagram. (a) Primary pass; (b) secondary pass
    Fig. 5. Two-pass algorithm diagram. (a) Primary pass; (b) secondary pass
    Detection of circular marking points. (a) Connected regions by two-pass algorithm; (b) regions with area constraints;(c) regions with curvature constraints; (d) geometric centers of the regular marking points
    Fig. 6. Detection of circular marking points. (a) Connected regions by two-pass algorithm; (b) regions with area constraints;(c) regions with curvature constraints; (d) geometric centers of the regular marking points
    Pose diagram of the target coordinate system and the left camera coordinate system
    Fig. 7. Pose diagram of the target coordinate system and the left camera coordinate system
    Binocular visual measurement platform diagram
    Fig. 8. Binocular visual measurement platform diagram
    Position and attitude in experiment 1. (a)(b)(c) Absolute positions of x, y and z axes; (d)(e)(f) absolute angles of x, y and z axes; (g)(h) relative positions and angles of three axes
    Fig. 9. Position and attitude in experiment 1. (a)(b)(c) Absolute positions of x, y and z axes; (d)(e)(f) absolute angles of x, y and z axes; (g)(h) relative positions and angles of three axes
    Position and attitude in experiment 2. (a)(b)(c) Absolute positions of x, y and z axes; (d)(e)(f) absolute angles of x, y and z axes; (g)(h) relative positions and angles of three axes
    Fig. 10. Position and attitude in experiment 2. (a)(b)(c) Absolute positions of x, y and z axes; (d)(e)(f) absolute angles of x, y and z axes; (g)(h) relative positions and angles of three axes
    Position and attitude in experiment 3. (a)(b)(c) Absolute positions of x, y and z axes; (d)(e)(f) absolute angles of x, y and z axes; (g)(h) relative positions and angles of three axes
    Fig. 11. Position and attitude in experiment 3. (a)(b)(c) Absolute positions of x, y and z axes; (d)(e)(f) absolute angles of x, y and z axes; (g)(h) relative positions and angles of three axes
    An Shu, Haodong Pei, Lei Ding, Huixian Duan, Shanshan Zhou. Binocular Visual Position and Attitude Measurement Method for a Spatial Non-Cooperative Target[J]. Acta Optica Sinica, 2020, 40(17): 1712003
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