Huang Chan, Meng Binghuan, Chang Yuyang, Chen Feinan, Zhang Miaomiao, Han Lin, Xiang Guangfeng, Tu Bihai, Hong Jin
Appl Opt. 2020 Jan 1;59(1):226-233. doi: 10.1364/AO.59.000226.
The directional polarimetric camera (DPC) is a polarization sensor with ultra-wide-angle and low-distortion imaging characteristics. Geometric calibration is usually the first essential step before remote sensing satellites are launched. In this paper, a geometric calibration method based on a two-dimensional turntable and a rotation matrix with high precision, simple operation, and wide application range is proposed for the directional polarimetric camera. Instead of precisely adjusting the position of the sensor on the turntable, the method effectively eliminates the errors caused by the mechanical axis of the turntable and the optical axis of the sensor not being adjusted to the same direction through the rotation transformation of the coordinate system. The geometric calibration experiments of the directional polarimetric camera were carried out with the method of Chen et al. [Optik121, 486 (2010)10.1016/j.ijleo.2008.08.004OTIKAJ0030-4026] and the proposed method. The experimental results showed the calibration residual of the proposed method was less than 0.1 pixel while Chen's method was 0.3 pixel. The mean reprojection error and root mean square error of the proposed method were reduced to 0.06352 pixel and 0.06961 pixel, respectively. The geometric calibration parameters obtained by the proposed method were used for geometric correction of the in-orbit images of the DPC, and the results also prove the effectiveness and superiority of the proposed method.
定向偏振相机(DPC)是一种具有超广角和低畸变成像特性的偏振传感器。几何校准通常是遥感卫星发射前必不可少的首要步骤。本文针对定向偏振相机,提出了一种基于二维转台和旋转矩阵的几何校准方法,该方法精度高、操作简单、应用范围广。该方法无需精确调整传感器在转台上的位置,而是通过坐标系的旋转变换有效消除了转台机械轴与传感器光轴未调整到同一方向所引起的误差。采用文献[Optik121, 486 (2010)10.1016/j.ijleo.2008.08.004OTIKAJ0030 - 4026]中Chen等人的方法和本文提出的方法对定向偏振相机进行几何校准实验。实验结果表明,本文方法的校准残差小于0.1像素,而Chen的方法为0.3像素。本文方法的平均重投影误差和均方根误差分别降至0.06352像素和0.06961像素。将本文方法得到的几何校准参数用于DPC在轨图像的几何校正,结果也证明了本文方法的有效性和优越性。