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Published December 30, 2017 | Version v1
Journal article Open

AN ANALYSIS OF THE KALMAN, EXTENDED KALMAN, UNCENTED KALMAN AND PARTICLE FILTERS WITH APPLICATION TO DOA TRACKING

  • 1. JNN College of Engineering, India
  • 2. PESITM, India
  • 3. KLE Institute of Technology, India

Description

Tracking the Direction of Arrival (DOA) Estimation of a multiple moving sources is a significant task which has to be performed in the field of navigation, RADAR, SONAR, Wireless Sensor Networks (WSNs) etc. DOA of the moving source is estimated first, later the estimated DOA using Estimation of Signal Parameters via Rotational Invariance Technique (ESPRIT) is used as an initial value and will be provided to any of the Kalman filter (KF), Extended Kalman filter (EKF), Uncented Kalman filter (UKF) and Particle filter (PF) algorithms to track the moving source based on the motion model governing the motion of the source. ESPRIT algorithm used for the estimation of the DOA is accurate but computationally complex. The present comparative study deals with analysis of tracking the DOA Estimation Of Noncoherent, Narrowband moving sources under different scenarios. The KF (Kalman Filter) is used when the linear motion model corrupted by Gaussian noise, The Extended Kalman Filter (EKF), an approximated and non-linear version of the KF is used whenever the motion model is slightly non-linear but corrupted by Gaussian noise. The process of linearization involves the explicit computation of Jacobian and approximation using Taylor’s series is computationally complex and expensive. The computationally complex and expensive procedures of EKF viz explicit computation of Jacobian and approximation using Taylor series are disadvantageous. In order to minimize the disadvantages of EKF are overcomed by the usage of UKF, which uses a transform technique viz Unscented Transform to linearize the non-linear model corrupted by Gaussian noise and Particle Filter (PF) Algorithms are used when the resultant model is highly non-linear and is corrupted by non-Gaussian noise. Further the literature is concluded with appropriate findings based on the results of the studies of different algorithms in different scenarios carried out.

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