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Analysis of Ranging Error of Parallel Binocular Vision System

机译:双目双目视觉系统测距误差分析

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The problem of ranging error has posed great challenges for 3D reconstruction and obstacle avoidance in parallel binocular vision system. For robot platform, parallel binocular vision system calibrated in fixed distance leads to low accuracy in depth estimation when distance changes. The error transfer function model in the system is applied to solve the problem. However, the theoretical ranging error along central axis of binocular cameras decreases with increasing depth and eventually converges to a limit value, and the ranging error near the central axis is sensitive to a minor change of field of view (FOV). These results are inconsistent with real scene. In this paper, an innovative error analysis method is proposed by introducing spatial uncertainty due to discretization of pixels to geometric model. The proposed method indicates theoretically that the ranging error of object within common FOV along the central axis grows with increasing depth and the magnitude of ranging error is modified. Also, experiments are implemented to further validate the reasonability of the proposed method.
机译:测距误差问题对平行双目视觉系统中的3D重建和避障提出了巨大挑战。对于机器人平台,当距离改变时,在固定距离内校准的平行双目视觉系统会导致深度估计的准确性降低。应用系统中的误差传递函数模型解决了该问题。但是,沿双目相机中心轴的理论测距误差会随着深度的增加而减小,并最终收敛到极限值,并且中心轴附近的测距误差对视场(FOV)的微小变化很敏感。这些结果与真实场景不一致。本文提出了一种创新的误差分析方法,通过将像素离散化引起的空间不确定性引入几何模型中。所提出的方法从理论上表明,在普通FOV内沿中心轴的物体的测距误差随着深度的增加而增大,并且测距误差的大小被修改。另外,还进行了实验以进一步验证所提出方法的合理性。

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