JOURNAL ARTICLE

Unscented Kalman Filter With Application To Bearings-Only Passive Manoeuvring Target Tracking

Abstract

The feasibility of a novel transformation, known as unscented transformation, which is designed to propagate information in the form of mean vector and covariance matrix through a non-linear process, is explored for underwater applications. The unscented transformation coupled with certain parts of the classic Kalman filter, provides a more accurate method than the EKF for nonlinear state estimation. Using bearings only measurements, Unscented Kalman filter algorithm estimates target motion parameters and detects target manoeuvre, using zero mean chi-square distributed random sequence residuals, in sliding window format. During the period of target manoeuvring, the covariance of the process noise is sufficiently increased in such away that, the disturbances in the solution is less. When target manoeuvre is completed, the covariance of process noise is lowered. In seawater, targets move at different speeds and will be at different ranges. It is observed that this algorithm is able to track all types of targets with encouraging convergence time. The performance of this algorithm is evaluated in Monte Carlo simulation and results are shown for various typical geometries.

Keywords:
Unscented transform Kalman filter Extended Kalman filter Covariance Control theory (sociology) Invariant extended Kalman filter Transformation (genetics) Computer science Covariance intersection Fast Kalman filter Noise (video) Covariance matrix Monte Carlo method Convergence (economics) Nonlinear system Filter (signal processing) Algorithm Mathematics Artificial intelligence Computer vision Statistics

Metrics

16
Cited By
1.20
FWCI (Field Weighted Citation Impact)
7
Refs
0.86
Citation Normalized Percentile
Is in top 1%
Is in top 10%

Citation History

Topics

Target Tracking and Data Fusion in Sensor Networks
Physical Sciences →  Computer Science →  Artificial Intelligence
Indoor and Outdoor Localization Technologies
Physical Sciences →  Engineering →  Electrical and Electronic Engineering
Underwater Acoustics Research
Physical Sciences →  Earth and Planetary Sciences →  Oceanography

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