Non‐linear multivariable permanent magnet synchronous machine control: A robust non‐linear generalized predictive controller approach

Author:

Djouadi Hafidh1,Ouari Kamel1,Belkhier Youcef2ORCID,Lehouche Houcine1,Ibaouene Cylia3,Bajaj Mohit456ORCID,AboRas Kareem M.7,Khan Baseem8ORCID,Kamel Salah9

Affiliation:

1. Laboratoire de Technologie Industrielle et de l'Information (LTII) Faculté de Technologie Université de Bejaia Bejaia Algeria

2. Institut de Recherche de l'Ecole Navale (EA 3634, IRENav) French Naval Academy F‐29240 Brest France

3. Laboratoire de Génie Electrique de Bejaia (LGEB) Faculté de Technologie Université de Bejaia Bejaia Algeria

4. Department of Electrical Engineering Graphic Era (Deemed to be University) Dehradun India

5. Graphic Era Hill University Dehradun India

6. Applied Science Research Center Applied Science Private University Amman Jordan

7. Department of Electrical Power and Machines Faculty of Engineering Alexandria University Alexandria Egypt

8. Department of Electrical and Computer Engineering Hawassa University Hawassa Ethiopia

9. Department of Electrical Engineering Faculty of Energy Engineering Aswan University Aswan Egypt

Abstract

AbstractPermanent magnet synchronous motors (PMSM) have become prevalent in industry and play an essential role in managing industrial processes, automation systems, and renewable energy sources due to their superior efficiency, torque, and power density. However, because it operates like a non‐linear system with quick dynamics, variable parameters during operation, and unknown disturbances, PMSM presents challenges for machine control. Non‐linear controls are required to account for the non‐linearities of the permanent magnet synchronous machine. Recently, predictive control techniques for non‐linear multi‐variable systems have gained popularity. In this work, a novel approach to robust non‐linear generalized predictive control (RNGPC) has been developed for PMSM, with the aim of tracking the reference speed while maintaining minimum reactive power, robustness to external disturbances, and parameter uncertainties. A new finite horizon cost function is integrated, with an integral action introduced in the control law. The main advantage of this technique is that it does not require the measurement and observation of external disturbance as well as parametric uncertainties. The control strategy method has been tested in the MATLAB/Simulink environment with various operating conditions. The results showed good robustness against parameter changes and ensured fast convergence.

Publisher

Institution of Engineering and Technology (IET)

Subject

Electrical and Electronic Engineering,Control and Optimization,Computer Science Applications,Human-Computer Interaction,Control and Systems Engineering

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