基于观测器的双三相永磁同步电机无模型控制
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1.北京建筑大学智能科学与技术学院 北京 100044;2.北京交通大学自动化与智能学院 北京 100044

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TM351;TN86

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国家自然科学基金(62371032)、北京市教育委员会科学研究计划项目(KM202310016005)、北京建筑大学科技计划培育项目(X23049)资助


Observer-based model-free control strategy for dual three-phase PMSMs
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1.School of Intelligent Science and Technology, Beijing University of Civil Engineering and Architecture,Beijing 100044, China; 2.School of Automation and Intelligence, Beijing Jiaotong University,Beijing 100044, China

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    摘要:

    针对DTP-PMSM控制中对确定性模型依赖较强的问题,提出一种OBMFC方法。首先,依据超局部模型的方法,对DTP-PMSM在VSD坐标系下的数学模型,构建了考虑参数不确定的超局部模型。接着,分别对电流环和转速环分别设计ESO和LOB,实现了对超局部模型中未知扰动的估计。最后,将未知扰动的估计补偿到电流环中的DCPC和转速环中的NFTSMC中。从而,使DTP-PMSM的电流环DCPC降低了对数学模型的依赖,并且提高了转速环对转速控制的鲁棒性。仿真结果表明,对比另外两种无模型控制方法,PI控制和转速环采用ADRC电流环采用MFCPC,本文所提方法对速度控制无超调并且响应速度更快,对负载和转速突变的抗干扰更强,电流谐波含量更低;显著提高了DTP-PMSM系统的鲁棒性、速度响应和动态性能。

    Abstract:

    To address the strong dependence on deterministic models in the control of DTP-PMSM, an OBMFC method is proposed. First, based on the ultra-local model approach, an ultra-local model considering parameter uncertainties is constructed for the DTP-PMSM in the VSD coordinate system. Then, an ESO and an LOB are designed for the current loop and the speed loop, respectively, to estimate the unknown disturbances in the ultra-local model. Finally, the estimated disturbances are compensated into the DCPC of the current loop and the NFTSMC of the speed loop. In this way, the DCPC in the current loop reduces its reliance on the mathematical model, while the speed loop enhances the robustness of speed control. Simulation results demonstrate that, compared with two other model-free control methods—PI control and ADRC in the speed loop combined with MFCPC in the current loop—the proposed method achieves speed control without overshoot and with faster response, stronger disturbance rejection under sudden load and speed changes, and lower current harmonic content. Thus, it significantly improves the robustness, speed response, and dynamic performance of the DTP-PMSM system.

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漆骥,张晓宇,柳向斌,郭蓉.基于观测器的双三相永磁同步电机无模型控制[J].电子测量技术,2026,49(3):11-21

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  • 在线发布日期: 2026-03-13
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