中国电力 ›› 2025, Vol. 58 ›› Issue (9): 115-123.DOI: 10.11930/j.issn.1004-9649.202411028
收稿日期:2024-11-11
发布日期:2025-09-26
出版日期:2025-09-28
作者简介:基金资助:
ZHANG Chenyu(
), YU Jianyu(
), SHI Mingming, LIU Ruihuang
Received:2024-11-11
Online:2025-09-26
Published:2025-09-28
Supported by:摘要:
配置构网型储能设备可有效抑制新能源微电网中负荷投切、分布式新能源出力波动引起的电压动态越限。现有研究大多基于单机构网型储能经感性线路并网模型,忽略了系统有功无功耦合及微电网线路阻感比的影响,仅能得到无功控制参数是电压动态控制主导因素的结论。因此,构建含构网型储能、分布式新能源和微电网网络的系统电压动态模型,利用系统电压动态模型的闭环响应矩阵最小奇异值与电压动态控制性能映射关系,分析了不同阻感比下,构网型储能控制参数配置对电压动态控制性能的影响。提出了面向电压动态控制性能提升的构网型储能参数设计方法,并通过仿真系统进行验证,所提方法揭示了不同阻感比下构网型储能有功无功控制参数之间的协同与制约关系。
张宸宇, 喻建瑜, 史明明, 刘瑞煌. 基于构网型储能的新能源微电网电压动态控制性能分析与优化[J]. 中国电力, 2025, 58(9): 115-123.
ZHANG Chenyu, YU Jianyu, SHI Mingming, LIU Ruihuang. Analysis and Optimization of Voltage Dynamic Control Performance of Renewable Energy Microgrid based on Grid-Forming Energy Storage[J]. Electric Power, 2025, 58(9): 115-123.
图 3 基于最小奇异值计算的系统电压动态控制性能分析方法及参数设计步骤
Fig.3 Performance analysis method and parameter design steps for system voltage dynamic control based on minimum singular value calculation
图 4 构网型储能惯量系数Jp和刚度系数Kc对于系统闭环响应矩阵最小奇异值的影响
Fig.4 Influence of grid-forming energy storage inertia coefficient Jp and stiffness coefficient Kc on the minimum singular value of the closed-loop response matrix of the system
图 9 有功扰动下所提参数优化设计方法对电压动态控制性能的提升效果
Fig.9 The dynamic control performance of voltage under active power disturbances with the proposed parameter design method
图 10 无功扰动下所提参数优化设计方法对电压动态控制性能的提升效果
Fig.10 The dynamic control performance of voltage under reactive power disturbances with the proposed parameter design method
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