Chinese Optics, Volume. 16, Issue 4, 878(2023)

Real-time measurement for boresight vibration of dual line array surveying and mapping cameras

Guo-fang ZHAI*, Qing-sheng YU, Yun-long WANG, and Wei-jun GAO
Author Affiliations
  • Beijing Institute of Space Mechanics and Electricity, Beijing 100094, China
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    Figures & Tables(12)
    Schematic diagram of the on-satellite measurement of the camera’s internal and external parameters
    Schematic diagram of the on-satellite measurement of internal and external parameters of a single camera
    Processing flow based on the principle of Dual Vector Attitude Determination(DVAD)
    Errors of internal and external parameters with different centroid extraction accuracy
    Error of each measurement parameter with the centroid extraction accuracy of 0.1 pixel
    The errors of each measurement parameter at different focal lengths
    The errors of each measurement parameter at different device spacing L
    Internal and external parameter residuals calculated by DVAD and simplified algorithm
    Schematic diagram of vacuum test system for internal and external parameter calibration and the picture of cameras
    Internal and external parameter calibration results in a thermal vacuum in 2 circles
    • Table 1. Basic input parameters

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      Table 1. Basic input parameters

      符号定义
      $ {OX_{{\text{OTA}}}}{Y_{{\text{OTA}}}}{Z_{{\text{OTA}}}} $镜头物方坐标系, $ O $为坐标原点,
      ${O' X' _{ {\text{OTA} } } }{ Y' _{ {\text{OTA} } } }{ Z_{ {\text{OTA} } } }$镜头像方坐标系, $ O' $为坐标原点, $ O'{X'_{{\text{OTA}}}} $从原点指向CCD线阵中心, $ {O'Z_{{\text{OTA}}}} $为视轴方向,第三轴符合右手定则
      $ {OX_{{\text{HRC}}}}{Y_{{\text{HRC}}}}{Z_{{\text{HRC}}}} $相机坐标系, $ {Z_{{\text{HRC}}}} $从CCD中心指向 $O $点, $ {Y_{{\text{HRC}}}} $$ {Y_{{\text{OTA}}}} $方向一致
      $M_1 M_2 $焦平面上分置于CCD两端的面阵探测器
      $ {\theta _{m1}},{\theta _{m2}} $M1,M2探测器转角
      $ \begin{array}{l}{A}_{0}({x}_{c1},{y}_{c1}),\\ {B}_{0}({x}_{c2},{y}_{c2})\end{array} $M1,M2探测器中心点
      $ \begin{array}{l}{A}_{1}({x}_{01},{y}_{01}),\\ {B}_{1}({x}_{02},{y}_{02})\end{array} $M1,M2探测器坐标系下的初始坐标
      $ \begin{array}{l}{A}_{2}({x}_{11},{y}_{11}),\\ {B}_{2}({x}_{22},{y}_{22})\end{array} $M1,M2探测器坐标系下的实测坐标
      $ {F_{{\text{OTA}}}} $相机焦距
      $ \omega $离轴角
    • Table 2. Basic input parameters

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      Table 2. Basic input parameters

      参数数值
      像素大小 $ d $/μm 10
      离轴角 $ \omega $/(°) 6
      尺度因子/ $ Kf $0.5
      M1探测器转角 $ {\theta _{m1}} $/(°) 0
      M2探测器转角 $ {\theta _{m2}} $/(°) 0
      M1初始点坐标 A1/pixel (0,0)
      M2初始点坐标B1/pixel (0,0)
      焦距, $ F_0 $/mm 6000
      $ {L_{c1}} $/mm 500
      $ {L_{c2}} $/mm −500
      M1、M2 探测器像素规模 5120×3840
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    Guo-fang ZHAI, Qing-sheng YU, Yun-long WANG, Wei-jun GAO. Real-time measurement for boresight vibration of dual line array surveying and mapping cameras[J]. Chinese Optics, 2023, 16(4): 878

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    Paper Information

    Category: Original Article

    Received: Aug. 2, 2022

    Accepted: Nov. 2, 2022

    Published Online: Jul. 27, 2023

    The Author Email:

    DOI:10.37188/CO-2022-0175

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