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A deep analysis of finite localization using iterative sweeps in sparse WSNs

机译:在稀疏WSN中使用迭代扫描对有限定位进行深入分析

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摘要

Sweeps is a well-known localization algorithm based on the consistent connection constraints in WSN, and utilizes the concept of finite localization to relax the constraint conditions from trilateration to bilateration. In this paper, we deeply analyze the finite localization in various localization environments, and uniquely localize the finitely localized node without flip ambiguities using iterative Sweeps. The theoretical proof results show the correctness of our localization methods. A localization algorithm called Deep Sweeps Localization Algorithm is developed based on these methods. The simulation results validate the efficiency of this algorithm in terms of the percentage of localizable nodes.
机译:扫描是基于WSN中一致连接约束的著名定位算法,它利用有限定位的概念来放松从三边测量到双向测量的约束条件。在本文中,我们深入分析了各种本地化环境中的有限本地化,并使用迭代的Sweeps来唯一地定位有限本地化的节点,而没有翻转歧义。理论证明结果表明了我们的定位方法的正确性。基于这些方法,开发了一种称为深度扫描定位算法的定位算法。仿真结果根据可定位节点的百分比验证了该算法的效率。

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