Two approaches of adaptive SFC PMSM

Adaptive state feedback speed controller for permanent magnet synchronous motor. Comparison of different model reference implementations.
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更新 2022/11/27

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The model allows to select one of two adaptation mechanism and one of four implementations of reference model for Model-reference adaptive system (MRAS) approach.
To analyse the impact of the proper selection of reference model for adaptive PMSM drive based on MRAC approach, the following models ware validated:
  • A: second-order system based on mathematical model,
  • B: first-order system,
  • C: signal processing based on [1],
  • D: memory used to archive desired response based on [2].
The implemented adaptation mechanism are as follows:
  • Widrow-Hoff rule [1],
  • Adaptation Procedure for Optimization Algorithms [2].
Moreover, in the init callback of simulink model the current (In) can be limitted to present the behaviour of the adaptation mechanisms. Model predictive approach is used to a posteriori constraint introduction into control system [3].
[1] Szczepanski, R., Tarczewski, T., & Grzesiak, L. M. (2020). PMSM drive with adaptive state feedback speed controller. Bulletin of the Polish Academy of Sciences. Technical Sciences, 68(5).
[2] Szczepanski, R., Tarczewski, T., & Grzesiak, L. M. (2021). Application of optimization algorithms to adaptive motion control for repetitive process. ISA transactions, 115, 192-205.
[3] Tarczewski, T., & Grzesiak, L. M. (2015). Constrained state feedback speed control of PMSM based on model predictive approach. IEEE Transactions on Industrial Electronics, 63(6), 3867-3875.

引用

Szczepanski, R., Tarczewski, T., & Grzesiak, L. M. (2020). PMSM drive with adaptive state feedback speed controller. Bulletin of the Polish Academy of Sciences. Technical Sciences, 68(5).

Szczepanski, R., Tarczewski, T., & Grzesiak, L. M. (2021). Application of optimization algorithms to adaptive motion control for repetitive process. ISA transactions, 115, 192-205.

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作成: R2021b
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1.0.1

Increased adaptation gain for the Widrow-Hoff rule from 0.05*Ts to 0.25*Ts.

1.0.0