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题名

Two-Stage Minimax Regret-Based Self-Scheduling Strategy for Virtual Power Plants

作者
DOI
发表日期
2021
ISSN
1944-9925
EISSN
1944-9933
ISBN
978-1-6654-4630-3
会议录名称
卷号
2021-July
页码
1-5
会议日期
26-29 July 2021
会议地点
Washington, DC, USA
摘要
The market and renewable generation uncertainties cast great challenges to the profit-oriented self-scheduling of commercial virtual power plants (VPP). To address the uncertainty issues, this paper proposes a two-stage minimax regret (MMR)-based optimization model to reach optimal VPP self-scheduling solutions, in which the underneath problem is intrinsically NP-hard. To obtain an exact solution of the formulated problem, we firstly reformulate it into a two-stage robust optimization (TSRO) problem with fixed recourse, then re-solve it by adopting the column-and-constraint generation algorithm. In the numerical experiments, we evaluate the performance of the proposed MMR approach by comparing it with the maximin profit approach and the perfect information approach under different occasions. The results suggest that the two-stage MMR approach can achieve a near-optimal solution. Also, it is demonstrated that the performance of the MMR approach is robust in highly volatile environments and significantly penalizing balancing markets.
关键词
学校署名
第一
语种
英语
相关链接[Scopus记录]
收录类别
资助项目
National Natural Science Foundation of China[72071100];
EI入藏号
20220611604680
EI主题词
Commerce ; Optimization ; Scheduling
EI分类号
Industrial Economics:911.2 ; Management:912.2 ; Optimization Techniques:921.5
Scopus记录号
2-s2.0-85124126762
来源库
Scopus
全文链接https://ieeexplore.ieee.org/stamp/stamp.jsp?tp=&arnumber=9637835
引用统计
被引频次[WOS]:6
成果类型会议论文
条目标识符http://sustech.caswiz.com/handle/2SGJ60CL/328137
专题南方科技大学
工学院_电子与电气工程系
作者单位
1.Southern University of Science and Technology,Dept of Electrical and Electronic Engineering,Shenzhen,China
2.Brunel Institute of Power Systems,Brunel University London,London,United Kingdom
第一作者单位南方科技大学
第一作者的第一单位南方科技大学
推荐引用方式
GB/T 7714
Wang,Han,Jia,Youwei,Lai,Chun Sing,et al. Two-Stage Minimax Regret-Based Self-Scheduling Strategy for Virtual Power Plants[C],2021:1-5.
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