Electric Power ›› 2023, Vol. 56 ›› Issue (12): 69-79.DOI: 10.11930/j.issn.1004-9649.202307070
• Planning, Operation and Power Transaction of Distributed Smart Grid • Previous Articles Next Articles
Jing WANG1(), Yi YUAN1(
), Yinchi SHAO2, Jinqi ZHANG1, Ran DING3, Yanjiang GONG4
Received:
2023-07-19
Accepted:
2023-10-17
Online:
2023-12-23
Published:
2023-12-28
Supported by:
Jing WANG, Yi YUAN, Yinchi SHAO, Jinqi ZHANG, Ran DING, Yanjiang GONG. Multi-Objective Cluster Classification and Voltage Control Approach for Active Distribution Network Considering Resource Reserve Degree[J]. Electric Power, 2023, 56(12): 69-79.
方法 | 集群划分结果 | PV节点 | 主导 节点 | |||||
本文 方法 | 集群1 | 36~47, 50 | 41, 46 | 41 | ||||
集群2 | 1~3, 24~35, 48, 49 | 28~33, 35 | 28 | |||||
集群3 | 18~23 | 18-20 | 20 | |||||
集群4 | 12, 13 | 13 | 13 | |||||
集群5 | 4~11, 14~17 | 11, 14, 15, 17 | 11 | |||||
传统 K-means聚类 | 集群1 | 1, 24~50 | 28~33, 35, 41, 46 | 31 | ||||
集群2 | 18~23 | 18~20 | 20 | |||||
集群3 | 14~17 | 14, 15, 17 | 15 | |||||
集群4 | 4~13 | 11, 13 | 13 | |||||
集群5 | 2, 3 |
Table 1 Comparison of cluster classification approaches between proposed method and traditional K-means clustering
方法 | 集群划分结果 | PV节点 | 主导 节点 | |||||
本文 方法 | 集群1 | 36~47, 50 | 41, 46 | 41 | ||||
集群2 | 1~3, 24~35, 48, 49 | 28~33, 35 | 28 | |||||
集群3 | 18~23 | 18-20 | 20 | |||||
集群4 | 12, 13 | 13 | 13 | |||||
集群5 | 4~11, 14~17 | 11, 14, 15, 17 | 11 | |||||
传统 K-means聚类 | 集群1 | 1, 24~50 | 28~33, 35, 41, 46 | 31 | ||||
集群2 | 18~23 | 18~20 | 20 | |||||
集群3 | 14~17 | 14, 15, 17 | 15 | |||||
集群4 | 4~13 | 11, 13 | 13 | |||||
集群5 | 2, 3 |
方法 | 集群 | 综合储备度 | 集群内强耦合 | 集群间弱耦合 | ||||
本文 方法 | 集群1 | 3 | 7.2946×10–7 | 1.4792×10–6 | ||||
集群2 | 1 | 0.005219 | 0. 01173 | |||||
集群3 | 1.904 | 6.2508×10–7 | 1.2829×10–6 | |||||
集群4 | 4 | 8.3025×10–7 | 1.8587×10–6 | |||||
集群5 | 4.151 | 1.6927×10–6 | 1.2234×10–6 | |||||
最大值 | 4.151 | 0.005219 | 0. 01173 | |||||
传统 K-means聚类 | 集群1 | 6.055 | 0.01142 | 0.0235 | ||||
集群2 | 3 | 9.4892×10–7 | 8.480×10–11 | |||||
集群3 | 1 | 6.627×10–7 | 1.3460×10–6 | |||||
集群4 | 3 | 1.2897×10–6 | 1.0261×10–6 | |||||
集群5 | 0 | ∞ | ∞ | |||||
最大值 | 6.055 | ∞ | ∞ |
Table 2 Partitioning index values by two methods
方法 | 集群 | 综合储备度 | 集群内强耦合 | 集群间弱耦合 | ||||
本文 方法 | 集群1 | 3 | 7.2946×10–7 | 1.4792×10–6 | ||||
集群2 | 1 | 0.005219 | 0. 01173 | |||||
集群3 | 1.904 | 6.2508×10–7 | 1.2829×10–6 | |||||
集群4 | 4 | 8.3025×10–7 | 1.8587×10–6 | |||||
集群5 | 4.151 | 1.6927×10–6 | 1.2234×10–6 | |||||
最大值 | 4.151 | 0.005219 | 0. 01173 | |||||
传统 K-means聚类 | 集群1 | 6.055 | 0.01142 | 0.0235 | ||||
集群2 | 3 | 9.4892×10–7 | 8.480×10–11 | |||||
集群3 | 1 | 6.627×10–7 | 1.3460×10–6 | |||||
集群4 | 3 | 1.2897×10–6 | 1.0261×10–6 | |||||
集群5 | 0 | ∞ | ∞ | |||||
最大值 | 6.055 | ∞ | ∞ |
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