基于虚拟PCG模式的高精度立体大尺度三维测量畸变校正

Jeongmin Kim, JaeDuck Lee, Zoo-Hwan Hah, Y. Park
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引用次数: 0

摘要

三维(3D)测量是包括造船在内的各种制造业的基本程序。由于双目测量系统具有方便、省时的优点,因此被提出用于船舶块体测量。然而,由于船块的尺寸非常大,工作距离大约在10米左右,这就造成了校准的致命限制:整个图像中包含的用于校准的棋盘对应的图像部分的尺寸非常小。这样就避免了在标定过程中对影响三维重建精度的相机镜头畸变参数进行准确估计。为了克服这一限制,本文提出了一种预估覆盖整个图像区域的畸变校正图的方法。在显示器上显示的相移圆光栅(PCG)图形由设置为大尺度的摄像机捕获。由于PCG图形是由计算机软件生成的,因此可以生成无限多个与期望的方向和位置相对应的图形,这有助于测量畸变中心和更精确的消失点。基于估计的消失点,利用透视投影不变量进行精确的畸变校正,测量每个网格点在像素上的畸变值,估计整个图像区域的畸变校正图。利用估计的畸变校正图进行了三维实验测量。与张氏方法相比,该方法三维重建误差的均值和标准差分别提高了15.84%和6.77%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Distortion Correction using Virtual PCG Pattern for Precise Stereo-based Large-scale 3D Measurement
Three-dimensional (3D) measurement is an essential procedure in various manufacturing industries including shipbuilding. Since binocular systems are convenient and time-saving, they are proposed for ship block measurement. However, because of the very large scale of the ship blocks, working distance is about 10 m, resulting in a fatal limitation of calibration: the size of image portion corresponding to the checkerboard for calibration included in the whole image is extremely small. This prevents the distortion parameter of camera lens which most affects 3D reconstruction accuracy, from being accurately estimated in the calibration. To overcome this limitation, this paper proposes a method that pre-estimates the distortion correction map that covers the entire image area. A phase-shift circular grating (PCG) pattern displayed on a monitor is captured by the camera set to large scale. Since PCG patterns are generated by computer software, infinite number of patterns corresponding to desired orientations and positions can be generated, which are useful to measure the center of distortion and more accurate vanishing points. Based on the estimated vanishing points, the accurate distortion correction is performed using perspective projection invariants, and the distortion values in pixels are measured for each grid points to estimate the distortion correction map of the entire image area. An experimental 3D measurement was conducted with an estimated distortion correction map. As a result, Mean and standard deviation of 3D reconstruction error by proposed method were improved by 15.84% and 6.77% compared with the Zhang’s method, respectively.
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