Abstract

In this paper, we investigate localization techniques based on direction-of-arrival (DoA) measurements to estimate the position of primary users in cognitive radio networks. In the proposed approach, different multi-antenna sensors estimate the DoA of a primary signal by subspace-based techniques and the target position is estimated from the available DoA measurements using maximum-likelihood, least-squares, or Stansfield estimators. The resulting localization performance is evaluated numerically and compared to the Cramr-Rao bound derived under a considered problem setting. The impact of several system parameters (in particular, number of sensors and number of antennas per sensors) is thoroughly analyzed and discussed.

Highlights

  • After more than 10 years of research on cognitive radio (CR) systems [1,2], a large variety of spectrum sensing techniques have been proposed

  • This conclusion has been recently acknowledged by the Federal Communications Commission, whose latest memorandum [6] replaced spectrum sensing by a database-oriented approach such that primary users (PUs) positions and times of activity are known in advance

  • In [21], the Cramer-Rao bound (CRB) of DoA estimation is derived as a function of the signalto-noise ratio (SNR) ρi, the number of antennas m of sensor j, and the number of received signal samples N

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Summary

Introduction

After more than 10 years of research on cognitive radio (CR) systems [1,2], a large variety of spectrum sensing techniques have been proposed (see, e.g., [3,4,5]). Penna and Cabric EURASIP Journal on Wireless Communications and Networking 2013, 2013:107 http://jwcn.eurasipjournals.com/content/2013/1/107 power nor of the propagation channel This localization technique, often referred to as bearings-only target location, was originally proposed and analyzed in the navigation literaturea (see, for example, [12,13,14,15,16]).

Mathematical model
Cramer-Rao bound
Practical algorithms
Localization error
Trade-off between number of sensors and number of antennas
Conclusions
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