Bounded control of PMLSM servo system based on fractional order barrier function adaptive super-twisting approach
The performance of permanent magnet linear synchronous motor in tracking is influenced by payload uncertainty and unknown disturbances. Traditional constant-gain super-twisting control typically use a high control gain exceeding the total disturbances to maintain the stability of the system. However...
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Veröffentlicht in: | Control engineering practice 2025-01, Vol.154, p.106131, Article 106131 |
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Sprache: | eng |
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Zusammenfassung: | The performance of permanent magnet linear synchronous motor in tracking is influenced by payload uncertainty and unknown disturbances. Traditional constant-gain super-twisting control typically use a high control gain exceeding the total disturbances to maintain the stability of the system. However, these controllers may lead to control input oversaturation when disturbances decrease and the control gain is not appropriately chosen. To address this issue, this paper proposes a new Fractional Order Barrier Function Adaptive Super-Twisting (FOBFAST) control strategy. The advantages of FOBFAST include: (1) mitigation of system chattering through the design of the super-twisting algorithm and the fractional-order integral terminal sliding mode manifold; (2) achieving convergence of system error to a predetermined zero-neighborhood without requiring information about the disturbance upper bound; (3) dynamic adjustment of control gain to a smaller value as tracking error converges to the origin. Furthermore, an improved barrier function is proposed to address the issue of large control amplitudes, limiting the maximum allowable control gain and ensuring system stability. Experimental results demonstrate that the proposed control strategy not only enhances position tracking performance but also exhibits superior robustness.
•Adaptive super-twisting method achieves fast and accurate tracking of motor position.•Exact knowledge of the disturbance upper bound is not relied upon, allowing the tracking error to converge to within the preset bounds.•Improved barrier function approach to limit the maximum allowable control gain.•The introduction of fractional-order adds additional degrees of freedom, resulting in better dynamic performance than integer-order controllers. |
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ISSN: | 0967-0661 |
DOI: | 10.1016/j.conengprac.2024.106131 |