2019
DOI: 10.1109/access.2019.2937535
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Robust Speed Control for Permanent Magnet Synchronous Motors Using a Generalized Predictive Controller With a High-Order Terminal Sliding-Mode Observer

Abstract: This paper reports the optimal speed control of a permanent magnet synchronous motor (PMSM) system. The predictive control method is an effective strategy for a fast dynamic response. The undesirable performance in the presence of system disturbances, including internal model uncertainties and external load disturbances, is analyzed. To achieve a fast response and ensure stronger robustness and improved disturbance rejection performance simultaneously, a robust generalized predictive controller (GPC) with a hi… Show more

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Cited by 32 publications
(23 citation statements)
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“…The parameters at (k + 1) th sampling instant are already obtained in Section II.B. Following the similar procedures from ( 14) to (20), the parameter estimation can be conducted once again for (k + 2) th sampling instant for each of eight combinations of voltage vectors. Eight combinations of voltage vectors can deduce eight groups of parameters at (k + 2) th sampling instant, and each group consists of the following parameters: the stator currents i k+2 d_V Ci and i k+2 q_V Ci , stator fluxes ϕ k+2 d_V Ci and ϕ k+2 q_V Ci , the electromagnetic torque T k+2 V Ci and the rotor speed ω k+2…”
Section: B Multipart Figures System Status Prediction At K + 2 Th Sampling Instantmentioning
confidence: 99%
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“…The parameters at (k + 1) th sampling instant are already obtained in Section II.B. Following the similar procedures from ( 14) to (20), the parameter estimation can be conducted once again for (k + 2) th sampling instant for each of eight combinations of voltage vectors. Eight combinations of voltage vectors can deduce eight groups of parameters at (k + 2) th sampling instant, and each group consists of the following parameters: the stator currents i k+2 d_V Ci and i k+2 q_V Ci , stator fluxes ϕ k+2 d_V Ci and ϕ k+2 q_V Ci , the electromagnetic torque T k+2 V Ci and the rotor speed ω k+2…”
Section: B Multipart Figures System Status Prediction At K + 2 Th Sampling Instantmentioning
confidence: 99%
“…Most existing MPC methods consist of a cascaded speedto-torque loop [15]- [17] or speed-to-current loop [18]- [20], where a proportional-integral (PI) is usually included as a linear adapter. However, as PMSM system is a typical nonlinear system, MPC with PI controllers may result in a compromised control performance.…”
Section: Introductionmentioning
confidence: 99%
“…The load torque value T l , is usually obtained as a main disturbance by online observations. Mechanical parameter mismatches and unknown disturbance lead to speed prediction errors [20]. An extended Luenberger observer has been adopted to estimate the torque and speed in [17].…”
Section: Introductionmentioning
confidence: 99%
“…Nonlinear control [5][6][7][8], adaptive control [9,10] and robust control [11,12], compared to other methods have been more popular due to their efficient performance. Of course, some other control methods are also worth mentioning such as sliding-mode control (SMC) [6,[13][14][15], neurofuzzy control (NFC) [16][17][18], and generalized predictive and sliding-mode control (GPSMC) [19,20].…”
Section: Introductionmentioning
confidence: 99%
“…To accurately control the speed of PMSMs in regard to structured and unstructured uncertainties, robust controllers are employed to compensate the negative effects of the perturbations. It is to be noted that the robust controllers should be able to control PMSMs at acceptable levels with minimum errors despite mentioned troubles and it is also essential to achieve strong robust performance and fast response for PMSMs [20].…”
Section: Introductionmentioning
confidence: 99%