新能源电力系统全国重点实验室(华北电力大学),北京,102206
网络首发:2026-03-16,
纸质出版:2026-03-16
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王宇, 王彤, 王潇桐. 基于多时间尺度故障过程分区的DFIG参数分层递进式辨识策略[J]. 中国电力, 2026, 59(3): 142-155.
WANG Yu, WANG Tong, WANG Xiaotong. Hierarchical progressive identification strategy for DFIG parameters based on multi-timescale fault process partitioning[J]. 2026, 59(3): 142-155.
王宇, 王彤, 王潇桐. 基于多时间尺度故障过程分区的DFIG参数分层递进式辨识策略[J]. 中国电力, 2026, 59(3): 142-155. DOI: 10.11930/j.issn.1004-9649.202507006.
WANG Yu, WANG Tong, WANG Xiaotong. Hierarchical progressive identification strategy for DFIG parameters based on multi-timescale fault process partitioning[J]. 2026, 59(3): 142-155. DOI: 10.11930/j.issn.1004-9649.202507006.
针对多工况下双馈风电机组黑盒模型参数辨识问题,提出基于多时间尺度故障过程分区的分层递进式参数辨识策略。首先,基于黑盒模型动态响应特性确定了模型结构及待辨识参数。其次,通过摄动理论量化分析了不同时间尺度参数灵敏度,依据不同阶段主导参数响应特性建立了层次化递进式辨识方法。然后,通过不同层级参数响应差异化特性,利用差分进化方法实现了多参数自适应辨识。最后,建立了适用不同厂家不同型号的白盒模型参数辨识方法,结果表明:所提出的分层递进式辨识策略对不同工况和型号的具有适用性和鲁棒性,与传统参数辨识方法相比,所提辨识方法具有更好的快速性和准确性。
To address the parameter identification problem of black-box models for doubly-fed induction generator (DFIG) wind turbines under multiple operating conditions
this paper proposes a hierarchical progressive parameter identification strategy based on the partitioning of multi-timescale fault process. Firstly
the model structure and parameters to be identified are determined according to the dynamic response characteristics of the black-box model. Subsequently
the sensitivity of parameters across different time scales is quantitatively analyzed using perturbation theory
and a hierarchical progressive identification method is established according to the dominant parameter response characteristics in different operational stages. Furthermore
by leveraging the differential response characteristics of parameters across hierarchical levels
the differential evolution method is adopted to realize adaptive identification of multiple parameters. Finally
a white-box model parameter identification method applicable to various manufacturers and models is developed. Comparative results show that the proposed hierarchical progressive identification strategy has good applicability and robustness under different operating conditions and for different models. Additionally
comparisons results with traditional parameter identification methods also demonstrate that the proposed approach exhibits superior rapidity and accuracy.
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