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Multi-Sensor Extrinsic Calibration Using an Extended Set of Pairwise Geometric Transformations

机译:使用扩展成对几何变换的多传感器外在校准

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摘要

Systems composed of multiple sensors for exteroceptive perception are becoming increasingly common, such as mobile robots or highly monitored spaces. However, to combine and fuse those sensors to create a larger and more robust representation of the perceived scene, the sensors need to be properly registered among them, that is, all relative geometric transformations must be known. This calibration procedure is challenging as, traditionally, human intervention is required in variate extents. This paper proposes a nearly automatic method where the best set of geometric transformations among any number of sensors is obtained by processing and combining the individual pairwise transformations obtained from an experimental method. Besides eliminating some experimental outliers with a standard criterion, the method exploits the possibility of obtaining better geometric transformations between all pairs of sensors by combining them within some restrictions to obtain a more precise transformation, and thus a better calibration. Although other data sources are possible, in this approach, 3D point clouds are obtained by each sensor, which correspond to the successive centers of a moving ball its field of view. The method can be applied to any sensors able to detect the ball and the 3D position of its center, namely, LIDARs, mono cameras (visual or infrared), stereo cameras, and TOF cameras. Results demonstrate that calibration is improved when compared to methods in previous works that do not address the outliers problem and, depending on the context, as explained in the results section, the multi-pairwise technique can be used in two different methodologies to reduce uncertainty in the calibration process.
机译:由多个传感器组成的系统,用于避开感知感知越来越普遍,例如移动机器人或高度监控的空间。然而,要组合和熔合那些传感器以创造感知场景的更大且较强的表示,传感器需要正确地登记,即必须知道所有相对几何变换。传统上,这种校准程序具有具有挑战性的,在变化范围内需要人力干预。本文提出了一种几乎自动方法,其中通过处理和组合从实验方法获得的单个成对变换来获得任何数量传感器之间的最佳几何变换的最佳几何变换。除了消除具有标准准则的一些实验性异常值之外,该方法通过将它们组合在某种限制内以获得更精确的变换,并且因此更好地校准,该方法利用了所有传感器之间获得更好的几何变换的可能性。尽管其他数据源是可能的,但是,在这种方法中,每个传感器获得3D点云,其对应于其视野的移动球的连续中心。该方法可以应用于能够检测球的任何传感器和其中心的3D位置,即LIDARS,MONO相机(视觉或红外线),立体声相机和TOF摄像机。结果表明,与先前作品中的方法相比,校准得到改善,与未解决异常值问题问题的方法,并且根据结果部分所解释的情况,可以以两种不同的方法使用多对技术以减少不确定性以减少不确定性校准过程。

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