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Geometrical transformations as an efficient mean for reducing impact of multipath propagation on positioning accuracy

机译:几何变换是减少多径传播对定位精度影响的有效手段

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The major challenge in time-based mobile positioning techniques is derivation of reliable time of arrival or range measurements. Multipath propagation error corrupts the accuracy of positioning, and therefore adequate techniques need to be deployed. This paper proposes an algorithm for decreasing the contribution of multipath propagation on positioning in networks, typical for macrocellular urban deployment in UMTS. Since the whole procedure is based on geometrical transformations, the impact on system performance as well as the implementation complexity is kept at the minimum level. The algorithm constitutes an enhancement to an inexpensive cell ID+RTT location method, thus the functionality together with performance analysis is presented in the context of this technique. However, it can easily be applied on the top of alternative time-biased cellular positioning methods. Accuracy of enhanced cell ID+RTT in the multipath environment has been simulated with very promising results. Outcomes have shown that nearly 90% of users can be located within 170 m, and correspondingly 67% with the accuracy of 120 m, in the scenario with the highest considered multipath errors and without presence of LOS.
机译:基于时间的移动定位技术的主要挑战是可靠的到达时间或范围测量的推导。多径传播误差破坏了定位的准确性,因此需要部署适当的技术。本文提出了一种减少多径传播对网络定位的影响的算法,这对于UMTS中的宏蜂窝城市部署是典型的。由于整个过程都是基于几何变换的,因此对系统性能的影响以及实现的复杂性都保持在最低水平。该算法构成了对廉价小区ID + RTT定位方法的增强,因此在此技术的背景下介绍了功能以及性能分析。但是,它可以很容易地应用于替代的时间偏置蜂窝定位方法的顶部。已经在多径环境中模拟了增强型小区ID + RTT的准确性,并获得了非常有希望的结果。结果表明,在考虑到多径误差最高且不存在LOS的情况下,可以将近90%的用户定位在170 m以内,相应的67%的用户可以位于120 m以内。

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