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Distributed online localization in sensor networks using a moving target

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Published:26 April 2004Publication History

ABSTRACT

We describe a novel method for node localization in a sensor network where there are a fraction of reference nodes with known locations. For application-specific sensor networks, we argue that it makes sense to treat localization through online distributed learning and integrate it with an application task such as target tracking. We propose distributed online algorithm in which sensor nodes use geometric constraints induced by both radio connectivity and sensing to decrease the uncertainty of their position. The sensing constraints, which are caused by a commonly sensed moving target, are usually tighter than connectivity based constraints and lead to a decrease in average localization error over time. Different sensing models, such as radial binary detection and distance-bound estimation, are considered. First, we demonstrate our approach by studying a simple scenario in which a moving beacon broadcasts its own coordinates to the nodes in its vicinity. We then generalize this to the case when instead of a beacon, there is a moving target with a-priori unknown coordinates. The algorithms presented are fully distributed and assume only local information exchange between neighboring nodes. Our results indicate that the proposed method can be used to signicantly enhance the accuracy in position estimation, even when the fraction of reference nodes is small. We compare the efficiency of the distributed algorithms to the case when node positions are estimated using centralized (convex) programming. Finally, simulations using the TinyOS-Nido platform are used to study the performance in more realistic scenarios.

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  1. Distributed online localization in sensor networks using a moving target

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    • Published in

      cover image ACM Conferences
      IPSN '04: Proceedings of the 3rd international symposium on Information processing in sensor networks
      April 2004
      464 pages
      ISBN:1581138466
      DOI:10.1145/984622

      Copyright © 2004 ACM

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      New York, NY, United States

      Publication History

      • Published: 26 April 2004

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