Ultra-Wideband Localization: Advancements in Device and System Calibration for Enhanced Accuracy and Flexibility

Risang Yudanto;Jianqiao Cheng;Erik Hostens;Miel Van der Wilt;Mats Vande Cavey
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Abstract

We show how the state of use of ultra-wideband (UWB) system is improved by removing systematic errors (bias) on device-level to improve accuracy and apply simple procedure to automate calibration process on the system-level to reduce manual efforts. On device-level, we discern the different sources of bias and establish a method that determines their values, for specific hardware and for individual devices. Our comprehensive approach includes simple, easy-to-implement methodologies for compensating these biases, resulting in a significant improvement in ranging accuracy. The mean ranging error has been reduced from 0.15 to 0.007 m, and the three-sigma error margin has decreased from 0.277 to approximately 0.103 m. To demonstrate this, a dedicated test setup was built. On system-level, we developed a method that avoids measuring all anchor positions one by one by exploiting increased redundancy from anchor-to-anchor and anchor-to-tag ranges, and automatically calculating the anchors topology (relative positions between each other). Nonlinear least squares provides the maximum likelihood estimate of the anchor positions and their uncertainty. This approach not only refines the accuracy of tag localization but also offers a predictive measure of its uncertainty, giving users a clearer understanding of the system's capabilities in real-world scenarios. This system-level enhancement is further complemented by the integration of a ranging protocol called automatic UWB ranging any-to-any, which offers additional layers of flexibility, reliability, and ease of deployment to the UWB localization process.
超宽带定位:设备和系统校准方面的进展,以提高准确性和灵活性
我们展示了如何通过消除设备级的系统误差(偏差)来改善超宽带 (UWB) 系统的使用状态,从而提高精度,并应用简单的程序在系统级实现校准过程自动化,以减少人工操作。在设备层面上,我们识别了偏差的不同来源,并针对特定硬件和单个设备建立了确定偏差值的方法。我们的综合方法包括补偿这些偏差的简单易行的方法,从而显著提高了测距精度。平均测距误差从 0.15 米减小到 0.007 米,三西格玛误差范围从 0.277 米减小到约 0.103 米。在系统层面,我们开发了一种方法,利用锚到锚和锚到标签范围增加的冗余度,自动计算锚的拓扑结构(相互之间的相对位置),从而避免逐个测量所有锚的位置。非线性最小二乘法提供了锚点位置及其不确定性的最大似然估计值。这种方法不仅能提高标签定位的准确性,还能预测其不确定性,让用户更清楚地了解系统在实际场景中的能力。这一系统级增强功能还通过集成名为 "任意对任意自动 UWB 测距 "的测距协议得到了进一步补充,该协议为 UWB 定位过程提供了更多层次的灵活性、可靠性和部署简便性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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