DocumentCode
10404
Title
Sensorless Control of Induction-Motor Drive Based on Robust Kalman Filter and Adaptive Speed Estimation
Author
Alonge, F. ; D´Ippolito, Filippo ; Sferlazza, A.
Author_Institution
Dept. of Energy, Inf. Eng., & Math. Models, Univ. of Palermo, Palermo, Italy
Volume
61
Issue
3
fYear
2014
fDate
Mar-14
Firstpage
1444
Lastpage
1453
Abstract
This paper deals with robust estimation of rotor flux and speed for sensorless control of motion control systems with an induction motor. Instead of using sixth-order extended Kalman filters (EKFs), rotor flux is estimated by means of a fourth-order descriptor-type robust KF, which explicitly takes into account motor parameter uncertainties, whereas the speed is estimated using a recursive least squares algorithm starting from the knowledge of the rotor flux itself. It is shown that the descriptor-type structure allows for a direct translation of parameter uncertainties into variations of the coefficients appearing in the model, and this improves the degree of robustness of the estimates. Experimental findings, carried out on a closed-loop system consisting of a low-power induction-motor-load system, a proportional-integral-type controller, and the proposed estimator, are shown with the aim of verifying the goodness of the whole closed-loop control system.
Keywords
Kalman filters; PI control; closed loop systems; induction motor drives; least squares approximations; motion control; rotors; sensorless machine control; EKF; adaptive speed estimation; closed-loop control system; descriptor-type structure; fourth-order descriptor-type robust KF; induction-motor drive; low-power induction-motor-load system; motion control system; proportional-integral-type controller; recursive least square algorithm; rotor flux; sensorless control; sixth-order extended Kalman filter; Adaptive speed estimation; induction motor; robust Kalman filter; sensorless control;
fLanguage
English
Journal_Title
Industrial Electronics, IEEE Transactions on
Publisher
ieee
ISSN
0278-0046
Type
jour
DOI
10.1109/TIE.2013.2257142
Filename
6494615
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