摘要
To achieve the goals of the "Dual Carbon" strategy, the efficient aggregation and transmission of wind energy resources in the "deep and far offshore" areas have become important topics. Flexible low-frequency offshore wind power systems, by reducing the transmission frequency to enhance transmission capacity, have significant potential for large-scale long-distance offshore wind power transmission. However, the stability issues of flexible low-frequency offshore wind power systems, especially the problems related to large-scale signal stability, remain challenging in engineering practice. In this paper, based on the T-S fuzzy theory and considering the system's asynchronous coupling characteristics, the Lyapunov equation for flexible low-frequency offshore wind power systems is constructed. The stability under large-scale signal disturbances during system operation is analyzed using the domain of attraction analysis. To address the potential instability conditions of the system, the normal boundary intersection method and fuzzy membership function theory are employed to optimize the multi-objective system stability operation, considering both operational efficiency and stability margin. A system stability control strategy is designed to effectively mitigate the risk of large-scale signal instability in real-time online scenarios. Finally, time-domain simulations and hardware-in-the-loop experiments are conducted to validate the conclusions of the large-scale signal stability analysis and the effectiveness of the proposed stability operation methods.
| 投稿的翻译标题 | Analysis of Large-signal Stability in Flexible Low-frequency Offshore Wind Power Systems and Research on System Stability Control Strategies Based on Multi-objective Optimization |
|---|---|
| 源语言 | 繁体中文 |
| 页(从-至) | 2356-2368 |
| 页数 | 13 |
| 期刊 | Dianwang Jishu/Power System Technology |
| 卷 | 49 |
| 期 | 6 |
| DOI | |
| 出版状态 | 已出版 - 5 6月 2025 |
关键词
- T-S fuzzy theory
- flexible low-frequency offshore wind power systems
- large-scale signal stability
- multi-objective optimization
- normal boundary intersection method
- stability domain of attraction
学术指纹
探究 '柔性低频海上风电系统大信号稳定性分析及基于多目标优化的系统稳定控制策略研究' 的科研主题。它们共同构成独一无二的学术指纹。引用此
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