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Compressed Sensing Based Two-phase Multiple Target Localization Algorithm for Wireless Sensor Network

机译:基于压缩感知的无线传感器网络两阶段多目标定位算法

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Localization is one of fundamental technologies in Wireless Sensor Network (WSN). The spatial sparsity of the targets can be employed to address the problem of the multiple target localization based on Compressed Sensing (CS). In the traditional CS based localization algorithm, owing to the large amounts of grids obtained by dividing the monitored area into small grids, the dimension of the sensing matrix and the computation complexity are both high and the localization accuracy and the response time are seriously influenced. In this paper a novel multiple target localization algorithm named CS based Two-phase Multiple Target Localization algorithm combined with Voronoi Diagram (VD-TMTL) is proposed. VD-TMTL consists of two phases. In the large-scale localization phase, Voronoi Diagram based Greedy Matching Pursuit method is used to search for the candidate grids in the local subareas. In the fine localization phase, the candidate grids are divided into the fine grids relying on the Least Grid Side Length theorem. Then the sparse reconstruction is executed and the locations of the targets are estimated as the center of the fine grids. The simulation results show that the proposed algorithm can reduce the time complexity and improve the localization accuracy effectively.
机译:本地化是无线传感器网络(WSN)的基本技术之一。目标的空间稀疏性可用于解决基于压缩感知(CS)的多目标定位问题。在传统的基于CS的定位算法中,由于将监测区域划分为小网格而获得了大量的网格,因此传感矩阵的尺寸和计算复杂度均很高,严重影响了定位精度和响应时间。提出了一种新颖的多目标定位算法,即基于CS的两阶段多目标定位算法,并结合了Voronoi图(VD-TMTL)。 VD-TMTL由两个阶段组成。在大规模定位阶段,使用基于Voronoi图的贪婪匹配追踪方法在局部子区域中搜索候选网格。在精细定位阶段,根据最小网格边长定理将候选网格划分为精细网格。然后执行稀疏重建,并将目标位置估计为细网格的中心。仿真结果表明,该算法可以减少时间复杂度,有效提高定位精度。

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