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姿勢推定arXiv:1909.03423

車輪オドメトリと外界センサのみで6D姿勢推定を実現する多様体表現手法

Pose Estimation for Ground Robots: On Manifold Representation, Integration, Re-Parameterization, and Optimization

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非ホロノミック地面ロボットの運動多様体をパラメトリックに表現し、車輪オドメトリのみでの6D積分と周期的な再パラメータ化により、IMUなしで高精度な6D姿勢推定を可能にした。

著者: Mingming Zhang, Xingxing Zuo, Yiming Chen, Yong Liu, Mingyang Li

分類: cs.RO, cs.CV

原文アブストラクト

In this paper, we focus on motion estimation dedicated for non-holonomic ground robots, by probabilistically fusing measurements from the wheel odometer and exteroceptive sensors. For ground robots, the wheel odometer is widely used in pose estimation tasks, especially in applications under planar-scene based environments. However, since the wheel odometer only provides 2D motion estimates, it is extremely challenging to use that for performing accurate full 6D pose (3D position and 3D orientation) estimation. Traditional methods on 6D pose estimation either approximate sensor or motion models, at the cost of accuracy reduction, or rely on other sensors, e.g., inertial measurement unit (IMU), to provide complementary measurements. By contrast, in this paper, we propose a novel method to utilize the wheel odometer for 6D pose estimation, by modeling and utilizing motion manifold for ground robots. Our approach is probabilistically formulated and only requires the wheel odometer and an exteroceptive sensor (e.g., a camera). Specifically, our method i) formulates the motion manifold of ground robots by parametric representation, ii) performs manifold based 6D integration with the wheel odometer measurements only, and iii) re-parameterizes manifold equations periodically for error reduction. To demonstrate the effectiveness and applicability of the proposed algorithmic modules, we integrate that into a sliding-window pose estimator by using measurements from the wheel odometer and a monocular camera. By conducting extensive simulated and real-world experiments, we show that the proposed algorithm outperforms competing state-of-the-art algorithms by a significant margin in pose estimation accuracy, especially when deployed in complex large-scale real-world environments.

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