Adaptive Multi-Robot Cooperative Localization Based on Distributed Consensus Learning of Unknown Process Noise Uncertainty

IF 6.4 2区 计算机科学 Q1 AUTOMATION & CONTROL SYSTEMS IEEE Transactions on Automation Science and Engineering Pub Date : 2024-11-14 DOI:10.1109/TASE.2024.3488319
Chao Xue;Han Zhang;Fengchi Zhu;Yulong Huang;Yonggang Zhang
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Abstract

The unknown process noise covariance matrix (PNCM) problem inducing by poor calibration or time-varying environment has not been addressed in the 2-D multi-robot system. This problem will severely deteriorate the distributed cooperative localization consistency and accuracy, and is troublesome to solve due to small magnitude of the 2-D robot’s PNCM. In this paper, the above issue is addressed by the following two steps. Firstly, the motion model of the 2-D robot is reconstructed to form a more estimable PNCM, from which a small-scale PNCM estimation algorithm is derived. Then the cooperative strategy consisting of a Kullback-Leibler average strategy and a recovery strategy is proposed to guarantee global PNCM estimation consensus and convergence, even if only partial robots access absolute measurement information. Theoretical consensus and convergence analyses are presented and comprehensive simulation and experimental tests are conducted to verify the effectiveness and superiority of the proposed algorithm. Note to Practitioners—This work is motivated by the inaccurate PNCM problem existing in the 2-D homogeneous multi-robot system, whose PNCM is very small in magnitude. The pose accuracy of the 2-D mobile robot, which relies on the sensor precision, is generally not enough to estimate such small-scale PNCM. Most of the existing PNCM estimation algorithms are regarding to simple target tracking models whose PNCMs are relatively large in magnitude. Furthermore, a few small-scale PNCM estimation algorithms make crucial assumptions about the PNCM, which limits their practicality. This paper proposed a novel small-scale PNCM estimation algorithm and an efficient cooperative strategy to facilitate global PNCM estimation consensus and convergence, without making any assumptions about the PNCM. The consensus and convergence analyses are provided to further demonstrate the effectiveness of the proposed adaptive cooperative localization algorithm. The proposed algorithm has been evaluated via simulation, public dataset and physical experiment.
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基于未知过程噪声不确定性分布式共识学习的自适应多机器人合作定位
在二维多机器人系统中,由于标定不良或时变环境导致的未知过程噪声协方差矩阵(PNCM)问题尚未得到解决。该问题将严重影响分布式协同定位的一致性和精度,且由于二维机器人的PNCM规模较小,求解起来比较麻烦。在本文中,通过以下两个步骤来解决上述问题。首先,对二维机器人的运动模型进行重构,形成一个更可估计的PNCM,并在此基础上推导出小尺度PNCM估计算法;然后提出了由Kullback-Leibler平均策略和恢复策略组成的协作策略,即使只有部分机器人访问绝对测量信息,也能保证全局PNCM估计的一致性和收敛性。提出了理论一致性和收敛性分析,并进行了全面的仿真和实验测试,验证了所提算法的有效性和优越性。从业人员注意:这项工作的动机是二维同构多机器人系统中存在的不准确的PNCM问题,其PNCM的量级非常小。二维移动机器人的位姿精度依赖于传感器精度,通常不足以估计这种小规模的PNCM。现有的大多数PNCM估计算法都是针对简单的目标跟踪模型,这些模型的PNCM量比较大。此外,一些小规模的PNCM估计算法对PNCM进行了重要的假设,这限制了它们的实用性。在不对PNCM进行任何假设的情况下,提出了一种新的小尺度PNCM估计算法和一种高效的协同策略,以促进全局PNCM估计的一致性和收敛性。通过一致性分析和收敛性分析,进一步验证了该自适应协同定位算法的有效性。通过仿真、公共数据集和物理实验对该算法进行了验证。
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来源期刊
IEEE Transactions on Automation Science and Engineering
IEEE Transactions on Automation Science and Engineering 工程技术-自动化与控制系统
CiteScore
12.50
自引率
14.30%
发文量
404
审稿时长
3.0 months
期刊介绍: The IEEE Transactions on Automation Science and Engineering (T-ASE) publishes fundamental papers on Automation, emphasizing scientific results that advance efficiency, quality, productivity, and reliability. T-ASE encourages interdisciplinary approaches from computer science, control systems, electrical engineering, mathematics, mechanical engineering, operations research, and other fields. T-ASE welcomes results relevant to industries such as agriculture, biotechnology, healthcare, home automation, maintenance, manufacturing, pharmaceuticals, retail, security, service, supply chains, and transportation. T-ASE addresses a research community willing to integrate knowledge across disciplines and industries. For this purpose, each paper includes a Note to Practitioners that summarizes how its results can be applied or how they might be extended to apply in practice.
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