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    计及风光频率支撑的多能互补系统频率稳定性分析

    Frequency Stability Analysis of a Multi-Energy Complementary System Considering Wind and Solar Frequency Support

    • 摘要: 针对考虑风光接入下多能互补系统频率稳定机理不明的问题,建立了计及水电调速器响应以及风电、光伏频率支撑特性的系统整体频率响应模型,分析了小扰动条件下的系统频率稳定性.基于Hurwitz判据,构建了以水电调速器比例系数和积分参数为变量的理论稳定域,并结合极点分布和频率时域响应,揭示了不同运行工况下系统稳定域及动态响应的变化规律.进一步探讨了风电、光伏出力占比及关键频率支撑参数对系统稳定裕度的影响.结果表明,在计及风光频率支撑的研究工况范围内,风电和光伏出力占比的提高并未削弱系统的小扰动频率稳定性,反而改善了部分振荡模态的阻尼水平,并扩大了水电调速器控制参数的可稳定范围.同时,系统慢动态过程对参数变化的敏感性增强,频率稳定性呈现振荡模态与慢动态模态共同制约的特征.不同类型参数对频率稳定性的影响机理不同,参数整定需在振荡抑制、慢动态约束与稳定裕度之间协调优化.

       

      Abstract: Frequency stability mechanisms remain unclear in multi-energy complementary systems with wind and photovoltaic integration.An overall system frequency response model considering hydropower governing,wind power frequency support,and photovoltaic frequency support was established to analyze small-signal frequency stability.Based on the Hurwitz criterion,a theoretical stability region was constructed with the proportional and integral gains of the hydropower governor as variables.Pole distribution and time-domain frequency responses were then combined to analyze the variation laws of the stability region and dynamic responses under different operating conditions.The effects of wind and photovoltaic power shares and key frequency support parameters on system stability margins were also analyzed.The results show that,within the studied operating range considering wind and photovoltaic frequency support,increasing wind and photovoltaic power shares does not weaken small-signal frequency stability.Instead,it improves the damping of some oscillation modes and expands the stabilizable range of hydropower governor control parameters.Meanwhile,the slow dynamic process becomes more sensitive to parameter variations,and frequency stability is jointly constrained by oscillation modes and slow dynamic modes.Different types of parameters affect frequency stability through different mechanisms.Parameter tuning should coordinate oscillation suppression,slow dynamic constraints,and stability margins.

       

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