使用基于协方差的数据质量评估指标对电缆驱动并联机器人进行在线自我校准

Ryan Caverly, Sze Kwan Cheah, Keegan R. Bunker, Samir Patel, Niko Sexton, Vinh L. Nguyen
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引用次数: 0

摘要

本文提出了一种对缆索驱动并联机器人(CDPR)进行自我校准的算法,在校准 CDPR 测量偏差的同时估算 CDPR 的末端执行器姿态。本文引入了两个新指标,即位置精度稀释(PDOP)和方向精度稀释(ODOP),作为量化自校准方面所收集数据质量的一种方法。这些指标基于协方差矩阵,该矩阵是作为拟议自校准算法的一部分进行在线计算的,其结果是 PDOP 和 ODOP 分别直接对应于位置误差和方向误差的标准偏差。这些指标用于直观地选择哪些数据点有助于改进校准,从而产生一种计算效率高的算法,只需很少的数据点就能保持精确的校准。此外,PDOP 和 ODOP 还提供了一种方法,用于评估何时已收集到足够的校准数据。使用刚性电缆进行反运动学模拟和使用柔性电缆进行动态模拟的数值结果表明,所提出的算法能够以计算效率高的方式进行自我校准。此外,仿真结果表明,与文献中的可观测性指数相比,提议的 PDOP 和 ODOP 指标用于剪切数据集时,位置和方向误差较小。通过与地面实况姿态数据进行比较,实验也证实了所提出算法的准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Online Self-Calibration of Cable-Driven Parallel Robots Using Covariance-Based Data Quality Assessment Metrics
This paper presents an algorithm to perform self-calibration of cable-driven parallel robots (CDPRs), where the CDPR's end-effector pose is estimated in conjunction with the calibration of biases in the CDPR's measurements. Two new metrics, known as the position dilution of precision (PDOP) and orientation dilution of precision (ODOP) are introduced as a means to quantify the quality of data collected with regards to self-calibration. These metrics are based on a covariance matrix that is computed online as part of the proposed self-calibration algorithm, which results in the PDOP and ODOP directly corresponding to the standard deviation of the position and orientation errors, respectively. These metrics are used to intuitively select which data points contribute to improved calibration, resulting in a computationally-efficient algorithm requiring few data points to maintain accurate calibration. Additionally, the PDOP and ODOP provide a means to assess when sufficient calibration data has been collected. Numerical results involving an inverse kinematic simulation with rigid cables and a dynamic simulation with flexible cables indicate that the proposed algorithm is capable of performing self-calibration in a computationally-efficient manner. Moreover, the simulation results indicate that the proposed PDOP and ODOP metrics result in smaller position and orientation errors when used to prune the data set compared to the observability indices found in the literature. Accuracy of the proposed algorithm is also confirmed through experiments when compared to ground-truth pose data.
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