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首页> 外文期刊>IEEE systems journal >M-MEMHS: Modified Minimization of Error in Multihop System for Localization of Unknown Sensor Nodes
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M-MEMHS: Modified Minimization of Error in Multihop System for Localization of Unknown Sensor Nodes

机译:M-MEMHS:修改后的最小化多跳系统中的误差最小化,用于未知传感器节点的定位

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摘要

Localization of sensor nodes is one of the important issues in wireless sensor networks (WSNs). The location of a node can be used as the location of the occurrence of an event. Error handling and scalability are key research issues that need to be taken care of while estimating the efficiency of any localization algorithm. In this paper, we propose an approach of error correction mechanism in addition to the minimization of error in multihop system (MEMHS) for the localization algorithm. The MEMHS algorithm deals with a scalable error correction of a multiliterate localization process using a few geographical positioning system enabled nodes. The MEMHS authors assumed that an error propagates linearly and is equal in any direction. In the present study, the authors show that an error propagates nonlinearly with respect to the hop count, and themagnitude of error (X-coordinate or Y-coordinate) depends on the direction of equator lines. This paper proposes a modified algorithm of MEMHS. Furthermore, an optimum deployment strategy is introduced so that maximum number of sensor nodes can be localized. By analyzing the proposed algorithm in comparison with the MEMHS algorithm, it is found that the proposed algorithm has a better performance in terms of error correction.
机译:传感器节点的本地化是无线传感器网络(WSN)中的重要问题之一。节点的位置可以用作事件发生的位置。错误处理和可伸缩性是评估任何本地化算法效率时需要注意的关键研究问题。在本文中,除了定位多跳系统中的错误最小化以外,我们还提出了一种纠错机制的方法。 MEMHS算法使用一些启用了地理定位系统的节点来处理多语言定位过程的可扩展错误校正。 MEMHS作者假设误差线性传播并且在任何方向均相等。在本研究中,作者表明误差相对于跳数非线性传播,并且误差的大小(X坐标或Y坐标)取决于赤道线的方向。本文提出了一种改进的MEMHS算法。此外,引入了最佳部署策略,以便可以定位最大数量的传感器节点。通过与MEMHS算法进行比较分析,发现该算法在纠错方面具有更好的性能。

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