Sliding-mode observer-based speed-sensorless vector control of linear induction motor with a parallel secondary resistance online identification

Affiliation auteurs!!!! Error affiliation !!!!
TitreSliding-mode observer-based speed-sensorless vector control of linear induction motor with a parallel secondary resistance online identification
Type de publicationJournal Article
Year of Publication2018
AuteursWang H, Liu Y-C, Ge X
JournalIET ELECTRIC POWER APPLICATIONS
Volume12
Pagination1215-1224
Date PublishedSEP
Type of ArticleArticle
ISSN1751-8660
Mots-clésangular velocity control, conventional speed estimation scheme, Dynamic end effect, ensorless-vector-controlled linear induction motor drives, hardware-in-the-loop tests, induction motor drives, LIM drives, linear induction motors, Lyapunov methods, Lyapunov stability theory, machine vector control, Magnetic levitation, medium-low-speed maglev applications, model reference adaptive control systems, Observers, parallel secondary resistance online identification, parameter estimation, Popov hyperstability theory, rotors, secondary resistance estimation algorithms, sensorless machine control, single-manifold SMO, sliding mode model reference adaptive system observer, Sliding mode observer, sliding-mode observer-based speed-sensorless-vector control, speed estimation algorithm, speed estimation scheme performance, Stability, Stability analysis, state space-vector model, variable structure systems
Résumé

This study proposes a speed estimation scheme for the sensorless-vector-controlled linear induction motor (LIM) drives for medium-low-speed maglev applications, which is composed of two parts: (i) a sliding mode model reference adaptive system observer for speed estimation; and (ii) a parallel secondary resistance online identification for achieving the improvements of the proposed speed estimation scheme performance. The sliding mode observer (SMO) is established on the basis of the state space-vector model of the LIM considering the dynamic end effect. Based on SMO, both speed and secondary resistance estimation algorithms are obtained by utilising Popov's hyperstability theory. Moreover, the Lyapunov stability theory is adopted for the stability analysis of the proposed speed estimation scheme. The effectiveness of the proposed speed estimation algorithm has been verified and compared with the performance of the conventional speed estimation scheme based on single-manifold SMO by the simulation and hardware-in-the-loop tests.

DOI10.1049/iet-epa.2018.0049