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Stereo Visual Inertial Mapping Algorithm for Autonomous Mobile Robot

机译:自主移动机器人的立体视觉惯性映射算法

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Simultaneous Localization and Mapping (SLAM) is a fundamental problem for autonomous mobile robots (AMRs). AMRs are widely used in automated warehousing, factory material transfer systems, flexible assembly systems, and other intelligent transportation sites. The visual Inertial Odometry (VIO) which consists of the camera and inertial-measurement-unit (IMU), is a popular approach to achieve accurate 6-DOF state estimation. However, such locally accurate VIO is prone to drift and cannot provide a global consistent map. The prerequisite for re-localizing the robot and ensuring precise autonomous navigation is an accurate and global consistent map of its environment. In this study, we propose a stereo visual-inertial mapping system. The front-end is a robust stereo VIO based on a tightly-coupled sliding window optimization. The core of the back-end is the global Bundle-Adjustment (BA) which is a nonlinear optimization, in which IMU is also added as a time-domain constraint. Meanwhile, stereo-camera-IMU extrinsic calibration is performed in BA to improve mapping accuracy. The selection principles of keyframes and map points are also designed according to the AMRs application characteristics. Further, the forward and backward Perspective-n-Point (PNP) method is also adopted to avoid the loop-detection mismatch. The performance of the system was validated and compared against other state-of-the-art algorithms. The findings revealed the effectiveness and robustness of this stereo visual-inertial mapping algorithm.
机译:同步定位和映射(SLAM)是自主移动机器人(AMR)的基本问题。 AMR被广泛用于自动化仓库,工厂物料传输系统,柔性装配系统和其他智能运输场所。由照相机和惯性测量单元(IMU)组成的视觉惯性里程表(VIO)是实现准确的6自由度状态估计的一种流行方法。但是,这种本地准确的VIO容易漂移,无法提供全局一致的映射。重新定位机器人并确保精确的自主导航的前提是其环境的准确且全局一致的地图。在这项研究中,我们提出了一种立体视觉惯性制图系统。前端是基于紧密耦合的滑动窗口优化的强大立体声VIO。后端的核心是全局捆绑调整(BA),它是一种非线性优化,其中还添加了IMU作为时域约束。同时,在BA中执行了立体相机-IMU外在校准,以提高映射精度。关键帧和映射点的选择原则也根据AMRs的应用特征来设计。此外,还采用了前向和后向透视n点(PNP)方法来避免环路检测不匹配。验证了系统的性能,并将其与其他最新算法进行了比较。这些发现揭示了这种立体视觉惯性映射算法的有效性和鲁棒性。

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