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Signal Processing
Volume 81, Issue 9, September 2001, Pages 1801-1811
 
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doi:10.1016/S0165-1684(01)00059-7    
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Copyright © 2001 Elsevier Science B.V. All rights reserved.

The influence of communication bandwidth on target tracking with angle only measurements from two platforms

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Branko RisticCorresponding Author Contact Information, E-mail The Corresponding Author, a, Sanjeev Arulampalama and Christian Mussob

a Surveillance Systems Division, Defence Science and Technology Organisation, P.O. Box 1500, Salisbury SA 5108, Australia

b Information Modelling and Processing Department, ONERA, Chatillon, BP 72 92322, France


Received 29 October 2000;
revised 11 March 2001.
Available online 31 July 2001.

Abstract

A multi-platform angle-only tracking system combines the angular measurements from distributed networked sensors in order to estimate the full kinematic target state. This paper investigates the effect of communication bandwidth on track quality in a system which receives angle-only measurements from two networked sensors installed on two airborne moving platforms. The investigation is based on the Cramér–Rao lower bound of the mean-square range error for the case considered. The bound is derived for recursive estimators with prior information and compared with two algorithms: (i) maximum likelihood estimation over a cumulative measurement set and (ii) extended Kalman filter with triangulated range estimates.

Author Keywords: Target tracking; Communication bandwidth; Angle-only measurements; Cramér–Rao bound

To
sampling interval
s(k)
state vector (platform 1) at time index k
s1=xt
first component of the state vector s
Image
second component of the state vector s
s3=yt
third component of the state vector s
Image
forth component of the state vector s
P
covariance matrix
b
delay in the initial measurement transmission
η
parameter which defines the data-link bandwidth
z1(k)
angle-only measurements from platform 1 at time index k
z2(k)
angle-only measurements from platform 2 at time index k
J
Fisher information matrix

Article Outline

Nomenclature
1. Introduction
2. Problem description
3. Cramér-Rao bound
3.1. The joint measurement-state density
3.2. Fisher information matrix
3.2.1. Derivation of J0
3.2.2. Derivation of J1 and J2
3.3. CRLB for the target range estimate
4. The influence of bandwidth
4.1. Discussion
4.2. Tracking algorithms against the CRLB
4.2.1. MLE algorithm
4.2.2. EKF with triangulation
4.2.3. Results
5. Summary
References






Corresponding Author Contact Information Corresponding author. Tel.: +61-8-8259-7184; fax: +61-8-8259-6673; email: branko.ristic@dsto.defence.gov.au


Signal Processing
Volume 81, Issue 9, September 2001, Pages 1801-1811
 
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