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An Efficient Camera Calibration Technique Offering Robustness and Accuracy Over a Wide Range of Lens Distortion

机译:一种有效的相机校准技术,可在广泛的镜头畸变范围内提供鲁棒性和准确性

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In the field of machine vision, camera calibration refers to the experimental determination of a set of parameters that describe the image formation process for a given analytical model of the machine vision system. Researchers working with low-cost digital cameras and off-the-shelf lenses generally favor camera calibration techniques that do not rely on specialized optical equipment, modifications to the hardware, or an a priori knowledge of the vision system. Most of the commonly used calibration techniques are based on the observation of a single 3-D target or multiple planar (2-D) targets with a large number of control points. This paper presents a novel calibration technique that offers improved accuracy, robustness, and efficiency over a wide range of lens distortion. This technique operates by minimizing the error between the reconstructed image points and their experimentally determined counterparts in “distortion free” space. This facilitates the incorporation of the exact lens distortion model. In addition, expressing spatial orientation in terms of unit quaternions greatly enhances the proposed calibration solution by formulating a minimally redundant system of equations that is free of singularities. Extensive performance benchmarking consisting of both computer simulation and experiments confirmed higher accuracy in calibration regardless of the amount of lens distortion present in the optics of the camera. This paper also experimentally confirmed that a comprehensive lens distortion model including higher order radial and tangential distortion terms improves calibration accuracy.
机译:在机器视觉领域,相机校准是指对一组参数的实验确定,这些参数描述了机器视觉系统给定分析模型的图像形成过程。研究低成本数码相机和现成镜头的研究人员通常倾向于不依赖于专用光学设备,硬件修改或视觉系统先验知识的相机校准技术。大多数常用的校准技术都是基于对单个3-D目标或具有大量控制点的多个平面(2-D)目标的观察。本文介绍了一种新颖的校准技术,该技术可在较宽的镜头畸变范围内提高精度,鲁棒性和效率。该技术通过最小化“无失真”空间中重建图像点与其实验确定的对应点之间的误差来进行操作。这有助于合并精确的镜头畸变模型。此外,以单位四元数表示空间方向可以通过制定无奇异性的最小冗余方程组来极大地提高建议的校准解决方案。无论计算机光学系统中镜头畸变的数量如何,由计算机模拟和实验组成的广泛性能基准测试都证明了更高的校准精度。本文还通过实验证实,包含较高阶径向和切向畸变项的综合镜头畸变模型可以提高校准精度。

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