非gnss无线定位系统中锚点最佳几何分布的评估

S. Mazuelas, A. Bahillo, J. Prieto, R. Lorenzo, J. Blas, P. Fernández, F. A. Lago
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引用次数: 3

摘要

无线定位系统所达到的最终精度基本上取决于距离估计的精度以及锚点和目标之间的几何分布,这是无线定位系统设计中第二个易于管理的问题。与GNSS定位系统的几何分布影响有关的结果不能直接用于其他无线定位系统,因为所使用的三边测量算法和距离估计的特征可能相当不同。在本文中,我们对锚点几何分布对非gnss无线定位系统中使用的两种最常用算法的影响进行了详尽的研究,同时考虑了这些定位系统中距离噪声的非理想特性。从这项研究中,我们提出了两个参数,特别是这两个算法,它们量化了取值在0到1之间的几何分布的适用性,仅取决于几何分布。研究表明,有了这些新的参数,就有可能以最优的方式设计无线定位系统。此外,我们提出了比文献中已知的更优的几何分布。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Assessment of optimum geometric distribution of anchors in non-GNSS wireless location systems
The final precision achieved by a wireless location system depends basically on the accuracy of the range estimates and on the geometric distribution between anchors and target, being the second issue easier to manage in the design of a wireless location system. The results related to the impact of the geometric distribution, addressed for GNSS location systems, cannot be used directly to other wireless location systems, since the trilateration algorithms used and the characteristics of range estimates can be rather different. In this paper we develop an exhaustive study on the impact of the geometric distribution of anchors for the two most usual algorithms used in non-GNSS wireless location systems, taking into account the non ideal characteristics of the range noises in those location systems. From this study we present two parameters, particular to these two algorithms, which quantify the suitability of the geometric distribution taking values between 0 and 1, depending only on the geometric distributions. We show that armed with these new parameters, it is possible to design the wireless location system in an optimum way. Moreover, we present more optimum geometric distributions than the ones known in the literature.
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