锚节点优化选择的最小二乘定位方法
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国家自然科学基金(61671174,61601142);卫星导航系统和装备技术国家重点实验室开放课题(EX166840037,EX166840044);山东省自然科学基金(ZR2015FM027,ZR2014FM023);航天科学技术基金(2017-HT-HG-16);广西省重点实验室开放基金(YQ14205,YQ15203);哈尔滨工业大学创新基金(HIT.NSRIF.2015122,HIT.NSRIF.201721);威海市科技计划(16);哈尔滨工业大学(威海)学科引导基金(WH20150211)


Least Square Localization Method Based on Anchor Nodes Optimization Selection
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    摘要:

    在最小二乘定位过程中,由于环境噪声、无线信号的多径、反射和非视距传输等复杂传输环境,以及距离估计过程中存在的缺陷等负面因素,引起在未知节点与各个锚节点间的距离估计结果中存在不同程度的误差,导致最小二乘定位精度较低.基于此,提出了基于最小标准差的锚节点优化选择的最小二乘定位方法(least square localization method based on anchor nodes optimization selection through minimum standard deviation,简称LS-ANOS).首先,采用基于nanoLOC的双边对等测距方法多次重复测量未知节点到各个锚节点间的距离,并对这些距离估计值进行统计计算.然后,从输入测量误差对定位结果的影响机理出发,采用动态滑动窗口单遍扫描的策略,优化选择出高质量的距离估计值,从而确定优选的锚节点.最后,基于最小二乘定位计算实现了高精度的定位,为后续导航等应用处理方法提供先验和决策信息.实验及评估结果表明,基于最小标准差的锚节点优化选择的最小二乘定位方法能够有效地提高定位精度.

    Abstract:

    During the process of Least Square localization, some negative factors may give rise to different levels of noise, such as the environmental noise, the reflection, refraction, multipath and non-line-of sight (NLOS) complex propa gation of wireless signal, and the limitation of distance estimation method. And they also lead to low localization accuracy of Least Square localization. For this problem, this paper proposes an improved Least Square localization method, which is called Least Square localization based on anchor nodes optimization selection through minimum standard deviation (LS-ANOS). In LS-ANOS method, nanoLOC-based Symmetric Double Sided Two Way Ranging (SDS-TWR) is utilized to conduct distance estimation repeatedly between unknown nodes and anchor nodes. And statistical computation is performed on these distance estimation results. Then, from the influential mechenism of input measurement noise on localization result, the paper adopts slide window-based single scanning strategy to optimize the selection of the distance estimation result with higher quality and the corresponding anchor nodes. Lastly, based on the least square localization computation, it gets the accurate localization result. Simulation and experimental results demonstrate that the proposed method could improve the accuracy of Least Square localization method effectively.

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焉晓贞,罗清华,马衍秀,周鹏太,杨一鹏,张辉,宋佳,王翥.锚节点优化选择的最小二乘定位方法.软件学报,2017,28(s1):39-49

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  • 收稿日期:2017-05-15
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  • 在线发布日期: 2017-12-15
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