• Laser & Optoelectronics Progress
  • Vol. 56, Issue 1, 011503 (2019)
Liyuan Li1, Wentao Li1, Haiyan Xu1, Zhuo Zhang1, Yingjuan Xie1, and Xuewu Zhang1、2、*
Author Affiliations
  • 1 College of Internet of Things Engineering, Hohai University, Changzhou, Jiangsu 213022, China
  • 2 Collaborative Innovation Center of World Water Valley and Water World Ecological Civilization, Nanjing, Jiangsu 211100, China
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    DOI: 10.3788/LOP56.011503 Cite this Article Set citation alerts
    Liyuan Li, Wentao Li, Haiyan Xu, Zhuo Zhang, Yingjuan Xie, Xuewu Zhang. Camera Pose Estimation with Uncertain Reference Point Based on Orthogonal Iterative[J]. Laser & Optoelectronics Progress, 2019, 56(1): 011503 Copy Citation Text show less
    Geometric meaning of object residuals and image residuals in camera pose estimation
    Fig. 1. Geometric meaning of object residuals and image residuals in camera pose estimation
    (a) Rotation matrix error and (b) translation vector error with different numbers of reference points
    Fig. 2. (a) Rotation matrix error and (b) translation vector error with different numbers of reference points
    Calculation time of different algorithms with different number of reference points
    Fig. 3. Calculation time of different algorithms with different number of reference points
    (a) Rotation matrix error and (b) translation vector error of different distance between space reference point center and camera
    Fig. 4. (a) Rotation matrix error and (b) translation vector error of different distance between space reference point center and camera
    (a) Rotation matrix error and (b) translation vector error of different distance between space reference point center and camera optical axis
    Fig. 5. (a) Rotation matrix error and (b) translation vector error of different distance between space reference point center and camera optical axis
    Real image experiment device structure
    Fig. 6. Real image experiment device structure
    Result of re-projection in image points
    Fig. 7. Result of re-projection in image points
    Spatialreference pointLHMLHM+W-OIWLHM+Spatialreference pointLHMLHM+W-OIWLHM+
    10.0400.0380.0260.02170.0350.0360.0220.024
    20.0310.0390.0220.02280.0360.0360.0250.027
    30.0300.0350.0260.02990.0370.0390.0200.024
    40.0320.0370.0300.026100.0340.0330.0210.022
    50.0300.0290.0280.028110.0360.0360.0260.026
    60.0390.0380.0230.025120.0390.0380.0280.029
    Table 1. Difference between re-projection result of spatial reference point on image plane and real image point
    AlgorithmNumber ofiterationsCalculatingtime /msRe-projectionobject-space error /mmRe-projectionimage-space error /mm
    LHM197.20.140.035
    LHM+102.50.140.035
    W-OI1611.40.120.024
    WLHM+102.80.100.025
    Table 2. Results of real image experiment
    Liyuan Li, Wentao Li, Haiyan Xu, Zhuo Zhang, Yingjuan Xie, Xuewu Zhang. Camera Pose Estimation with Uncertain Reference Point Based on Orthogonal Iterative[J]. Laser & Optoelectronics Progress, 2019, 56(1): 011503
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