Abstract

Wireless location is the function used to determine the mobile station (MS) location in a wireless cellular communications system. When it is very hard for the surrounding base stations (BSs) to detect a MS or the measurements contain large errors in non-line-of-sight (NLOS) environments, then one need to integrate all available heterogeneous measurements to increase the location accuracy. In this paper we propose a novel algorithm that combines both time of arrival (TOA) and angle of arrival (AOA) measurements to estimate the MS in NLOS environments. The proposed algorithm utilizes the intersections of two circles and two lines, based on the most resilient back-propagation (Rprop) neural network learning technique, to give location estimation of the MS. The traditional Taylor series algorithm (TSA) and the hybrid lines of position algorithm (HLOP) have convergence problems, and even if the measurements are fairly accurate, the performance of these algorithms depends highly on the relative position of the MS and BSs. Different NLOS models were used to evaluate the proposed methods. Numerical results demonstrate that the proposed algorithms can not only preserve the convergence solution, but obtain precise location estimations, even in severe NLOS conditions, particularly when the geometric relationship of the BSs relative to the MS is poor.

Highlights

  • The problem of position determination of a mobile user in a wireless network has been studied extensively in recent years

  • This paper proposes novel Rprop-based algorithm to obtain approximate mobile station (MS) location

  • We combine both time of arrival (TOA) and angle of arrival (AOA) measurements to estimate the MS location under the condition that the MS is heard by only two base stations (BSs)

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Summary

Introduction

The problem of position determination of a mobile user in a wireless network has been studied extensively in recent years. It has received significant attention and various location identification technologies have been proposed in the past few years. The separate accuracy requirements of the E-911 mandate were set for network-based technologies: within 125 meters for 67 percent of calls, and within 300 meters for 95 percent of the calls. To date, satisfying the FCC accuracy requirement is very difficult. Most papers and their algorithms could not achieve this goal

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