双足机器人的自适应鲁棒不变扩展卡尔曼滤波

Chengzhi Gao, Ye Xie, Shiqiang Zhu, Guanyu Huang, Lingyu Kong, Anhuan Xie, J. Gu, Dan Zhang, Jun Shao, Haofu Qian
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引用次数: 0

摘要

系统状态的精确估计是双足机器人保持平衡运动控制的关键。目前,系统状态的估计要么是基于易受环境影响的视觉数据,要么是将惯性测量单元(IMU)的数据与运动计算相融合。不变扩展卡尔曼滤波(IEKF)是一种最成功的估计系统状态的融合算法。通常,在IEKF中,假设系统状态的噪声协方差是已知的。然而,由于地面接触情况通常是变化的,并且事先不知道,因此无法获得两足动物接触点的噪声协方差。提出了一种新的融合算法——自适应鲁棒不变扩展卡尔曼滤波(ARIEKF),用于自适应调整接触点的噪声参数。该算法应用鲁棒估计原理来抵抗状态的离群效应,并引入状态噪声协方差自适应因子来控制状态的离群干扰影响。本文首先利用李群理论和不变观测器完成了双足机器人的全状态估计。然后,采用三段法评估的自适应尺度因子对接触点的噪声协方差进行调整;最后,将IEKF算法和ARIEKF算法应用于我们的双足机器人- cosmos,并比较了两种算法的精度。利用运动捕捉系统的测量结果,评估了两种算法的速度均方误差。实验表明,与IEKF相比,速度的均方误差减小了50%。
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Adaptive Robust Invariant Extended Kalman filtering for Biped Robot*
The precise estimation of system states is essential for the locomotion control of biped robots to maintain balance. Currently, the estimation of system states is either based on vision data that is susceptible to the environment, or fusing data from Inertial Measurement Unit (IMU) and the kinematic calculation. Invariant Extended Kalman Filtering (IEKF) is one of the most successful fusing algorithms to estimate system state. Generally, in IEKF, the noise covariance of system state is assumed to be known. However, the noise covariance of contact point for biped is not available since the ground-contact situation normally varies and not previously known. This paper presents a new fusing algorithm-Adaptive Robust Invariant Extended Kalman Filtering (ARIEKF) to adaptively adjust the noise parameter of contact point. The proposed algorithm applied the principle of robust estimation to resist outlier effects of state, and introduced an adaptive factor for the noise covariance of state to control its outlying disturbance influences. This paper firstly completed the full state estimation of biped robot using the theory of Lie groups and invariant observer. Then, the adaptive scale factor evaluated by three-segment approach was adopted to adjust the noise covariance of contact point. Finally, both IEKF and proposed ARIEKF are applied to our biped robot-Cosmos and the accuracy of two algorithms are compared. The mean square errors of the velocity of two algorithms were evaluated using the measurements from motion capture system. Experiments demonstrated that the mean square errors of the velocity are decreased 50 percent when compared with IEKF.
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