JOURNAL ARTICLE

Levenberg-Marquardt Method Based Iterative Square Root Cubature Kalman Filter and its Applications to Maneuvering Re-entry Target Tracking

Abstract

Levenberg-Marquardt (abbr.L-M) method based iterative square root cubature Kalman filter (abbr.ISRCKFLM) inherits the numerical stability of square root Cubature Kalman filter and effectively suppresses the influence of the larger initial estimation error and the nonlinearity of the measurement equation on the state estimation in the nonlinear state estimation due to obtaining the optimal state and variance estimates using the latest measurement through L-M method.We apply the ISRCKFLM algorithm to the state estimation of maneuvering re-entry target tracking, the simulation results demonstrate that the ISRCKFLM algorithm has better accuracy of state estimation, comparable to Unscented Kalman filter and square root Cubature Kalman filter, according to estimation error analysis of the position, velocity, drag coefficient, turn coefficient and climbing force coefficient, and has fast convergence rate.

Keywords:
Kalman filter Square root Levenberg–Marquardt algorithm Control theory (sociology) Tracking (education) Computer science Extended Kalman filter Mean squared error Mathematics Algorithm Artificial intelligence Statistics Artificial neural network Geometry

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Topics

Target Tracking and Data Fusion in Sensor Networks
Physical Sciences →  Computer Science →  Artificial Intelligence
Inertial Sensor and Navigation
Physical Sciences →  Engineering →  Aerospace Engineering
Guidance and Control Systems
Physical Sciences →  Engineering →  Aerospace Engineering

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