非视距条件下定位的TDOA测量处理

G. Fokin
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引用次数: 15

摘要

本文提出了一种三级到达时间差(TDOA)测量处理算法,用于在非视距(NLOS)条件下,当有多达两个具有非视距测量值的接收机时,对发射机进行定位。用于NLOS识别和缓解的方法利用了从具有阈值的TDOA接收器的不同组合计算的中间位置估计值的方差比较,并且不需要先验知识。该算法的贡献在于考虑了单个接收器组内不同组合的计算方差,以及在存在两个NLOS测量源的情况下所有可能的接收器组之间的计算方差。在包括TDOA系统和链路级模型子系统的仿真模型中实现了该算法。TDOA系统级模型表示具有空间分布的发射机、接收机、障碍物和NLOS反射器的定位布局。TDOA链路级模型考虑了实际路径损耗、信号调制、采样率、加性噪声和互相关计算,表示发射机、接收机和NLOS反射器之间的无线电链路。由此产生的估计细化了实际路径损耗情况下的已知结果,并揭示了可靠地识别和排除测量处理中多达两个NLOS接收器的可能性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
TDOA Measurement Processing for Positioning in Non-Line-of-Sight Conditions
In this paper three-stage time difference of arrival (TDOA) measurements processing algorithm is presented for positioning a transmitter in non-line-of-sight (NLOS) conditions when there are up to two receivers with NLOS measurements. The method used for NLOS identification and mitigation exploits the comparison of variance for intermediate location estimates calculated from different combinations of TDOA receivers with thresholds and does not require a priori knowledge. Contribution of proposed algorithm lies in accounting of calculated variances for different combinations within individual set of receivers and among all possible sets of receivers for the case when there up to two NLOS measurement sources. Proposed algorithm was realized in simulation model including TDOA system and link level model subsystems. TDOA system level model represents positioning layout with spatially distributed transmitter, receivers, obstacles and NLOS reflectors. TDOA link level model represents radio links between transmitter, receivers, and NLOS reflectors taking into account actual pathloss, signal modulation, sampling rate, additive noise and cross-correlation calculation. Resulting estimates refine known results for the case of actual pathloss and reveal possibility to reliably identify and exclude up to two NLOS receivers from measurement processing.
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