中国电力 ›› 2024, Vol. 57 ›› Issue (11): 26-35.DOI: 10.11930/j.issn.1004-9649.202307005
收稿日期:
2023-07-04
接受日期:
2024-01-16
出版日期:
2024-11-28
发布日期:
2024-11-27
作者简介:
张健宝(2000—),男,硕士研究生,从事电力系统继电保护与控制研究,E-mail:1871519942@qq.com基金资助:
Jianbao ZHANG1(), Lei WANG1(
), Weijian JIANG2
Received:
2023-07-04
Accepted:
2024-01-16
Online:
2024-11-28
Published:
2024-11-27
Supported by:
摘要:
配电网经消弧线圈接地,发生单相接地故障时,存在着故障特征弱、不明显的特点,很难准确找到故障线路,近年来随着通信等相关技术的发展,差动保护成本不断降低,使得配网差动保护的实现成为可能。提出变分模态分解(variational mode decomposition,VMD)和Duffing振子系统相结合的选线方法,VMD获取暂态零序电流的高频分量,将线路两侧高频零序电流相位差加入Duffing系统中,通过分析线路两侧高频分量相位差和Duffing系统状态的联系,构造了基于动态时间弯曲(dynamic time warping,DTW)描述系统状态变化的区内区外故障判据,实现故障准确定位,最后通过数值仿真证明该选线方法在不同过渡电阻、有分布式电源等情况下能够快速、准确定位线路上发生单相接地故障的区段,验证了该方法的有效性。所提故障区段定位算法可以有效提取故障特征,提高了保护的可靠性和选线的准确率。
张健宝, 王磊, 江伟建. 基于VMD和Duffing振子算法的配电网差动保护[J]. 中国电力, 2024, 57(11): 26-35.
Jianbao ZHANG, Lei WANG, Weijian JIANG. Differential Protection of Distribution Network Based on VMD and Duffing Oscillator[J]. Electric Power, 2024, 57(11): 26-35.
图 8 线路L1区内、外单相接地短路两侧零序电流VMD分解
Fig.8 VMD decomposition of zero-sequence current on both sides of single-phase grounding short circuit inside and outside line L1
图 9 线路L1区内、外发生单相接地短路两侧暂态零序电流高频分量
Fig.9 High-frequency components of transient zero-sequence current on both sides of single-phase grounding short circuit inside and outside of line L1
故障类型 | 故障位置 | 过渡电阻/Ω | Dk | 故障区段 | ||||
区内故障 | K2 | 70 | 26.66 | L1 | ||||
200 | 37.59 | L1 | ||||||
29.48 | L1 | |||||||
区外故障 | K5 | 50 | 0.15 | L2 | ||||
400 | 0.13 | L2 | ||||||
2000 | 0.13 | L2 |
表 1 发生A相经不同过渡电阻接地时的DTW距离
Table 1 The DTW distance of A phase grounding through different transition resistances
故障类型 | 故障位置 | 过渡电阻/Ω | Dk | 故障区段 | ||||
区内故障 | K2 | 70 | 26.66 | L1 | ||||
200 | 37.59 | L1 | ||||||
29.48 | L1 | |||||||
区外故障 | K5 | 50 | 0.15 | L2 | ||||
400 | 0.13 | L2 | ||||||
2000 | 0.13 | L2 |
故障类型 | 故障位置 | Dk | 故障区段 | |||
区内故障 | K1 | 28.84 | L1 | |||
K2 | 25.20 | L1 | ||||
K3 | 26.53 | L1 | ||||
区外故障 | K4 | 0.15 | L2 | |||
K5 | 0.13 | L2 | ||||
K6 | 0.52 | L2 |
表 2 不同故障位置下的DTW距离
Table 2 The DTW distance at different fault locations
故障类型 | 故障位置 | Dk | 故障区段 | |||
区内故障 | K1 | 28.84 | L1 | |||
K2 | 25.20 | L1 | ||||
K3 | 26.53 | L1 | ||||
区外故障 | K4 | 0.15 | L2 | |||
K5 | 0.13 | L2 | ||||
K6 | 0.52 | L2 |
故障类型 | 故障位置 | 过渡电阻/Ω | Dk | 故障区段 | ||||
区内故障 | K1 | 10 | 22.54 | L1 | ||||
300 | 17.89 | L1 | ||||||
24.01 | L1 | |||||||
区外故障 | K4 | 90 | 0.69 | L2 | ||||
150 | 0.13 | L2 | ||||||
0.13 | L2 |
表 3 考虑DG接入的DTW距离
Table 3 The DTW distance with DG access
故障类型 | 故障位置 | 过渡电阻/Ω | Dk | 故障区段 | ||||
区内故障 | K1 | 10 | 22.54 | L1 | ||||
300 | 17.89 | L1 | ||||||
24.01 | L1 | |||||||
区外故障 | K4 | 90 | 0.69 | L2 | ||||
150 | 0.13 | L2 | ||||||
0.13 | L2 |
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