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Smart Projectile State Estimation Using Evidence Theory
Author(s) -
Jonathan Rogers,
Mark Costello
Publication year - 2012
Publication title -
journal of guidance control and dynamics
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.573
H-Index - 143
eISSN - 1533-3884
pISSN - 0731-5090
DOI - 10.2514/1.55652
Subject(s) - kalman filter , computer science , estimator , a priori and a posteriori , control theory (sociology) , projectile , extended kalman filter , noise (video) , variety (cybernetics) , sensor fusion , process (computing) , filter (signal processing) , nonlinear system , control engineering , state (computer science) , artificial intelligence , engineering , algorithm , computer vision , mathematics , control (management) , quantum mechanics , physics , philosophy , statistics , materials science , epistemology , metallurgy , image (mathematics) , operating system
Smart projectile state estimation is a challenging task due to highly nonlinear vehicle dynamic behavior and unreliable or noisy sensor feedback. While Kalman filter-based algorithms are currently the primary means of sensor fusion and state estimation for smart weapons applications, they are limited in estimation accuracy, their ability to combine data from a wide variety of sensors, and their ability to recognize and reject erroneous feedback. This paper explores the use of Evidence Theory (or DempsterShafer theory) for projectile state estimation purposes. Evidence Theory offers a generalized framework capable of incorporating feedback from a wide variety of sensors with little a priori knowledge about sensor noise characteristics. The framework’s main strengths are its ability to manage varying levels of dynamic uncertainty between sensors and its capability to recognize and report conflicting sensor feedback. The paper begins with an overview of Evidence Theory and a discussion of its strengths when applied to projectile state estimation. Then, an Evidence Theorybased filter is described, and an example roll angle estimator is presented. Results are discussed and performance is compared to an Extended Kalman filter. The ability to identify and eliminate malfunctioning sensors from the estimation process proves to be a key advantage of the proposed design over current methods.

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