4.8 Article

High-Performance Induction Motor Speed Control Using a Robust Hybrid Controller With a Supertwisting Sliding Mode Load Disturbance Observer

期刊

IEEE TRANSACTIONS ON INDUSTRIAL ELECTRONICS
卷 70, 期 8, 页码 7743-7752

出版社

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TIE.2022.3222625

关键词

Fuzzy logic control (FLC); hybrid controller (HC); supertwisting sliding mode controller (STSMC); supertwisting sliding mode load disturbance observer (STSMLDO)

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In order to improve the speed control performance of a three-phase induction motor controlled by the vector control strategy, a new design of a hybrid controller (HC) based on the supertwisting algorithm (STA) and fuzzy approach is proposed. The HC includes a fuzzy logic control approach to online self-tune the control gains and a supertwisting sliding mode load disturbance observer to estimate the load torque disturbances. The proposed scheme is validated to be superior to advanced and traditional controllers in simulation and experimental studies.
To enhance the speed control performance of a three-phase induction motor controlled by the vector control strategy, a new design of a hybrid controller (HC) is proposed based on the supertwisting algorithm (STA) and fuzzy approach. STA is chosen for its ability to decrease the ingrained chattering phenomenon in the classical sliding mode control with maintaining tracking precision and robustness. Nevertheless, the control gains included in the control law have an evident impact on suppressing the chattering phenomenon and increasing the system's dynamic response speed. Therefore, first, a robust HC based on the fuzzy logic control approach that operates as a fuzzy supervisor to online self-tune the value of the gains according to the system states is suggested to achieve high dynamic performance and limit the chattering effect. Second, to enhance the disturbance refusal capability, a supertwisting sliding mode load disturbance observer is developed to estimate the load torque disturbances. Then, the estimated disturbance is introduced into the equivalent control law. Subsequently, the system stability is verified by the Lyapunov theorem. Finally, the superiority of the proposed scheme is validated through comparison with the advanced and traditional controllers in simulation and experimental studies.

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