共识- admm方法在快速DC-OPF研究中的应用

M. Javadi, A. E. Nezhad, M. Gough, M. Lotfi, J. Catalão
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引用次数: 7

摘要

本文提出了一种求解接近实时条件下的最优潮流问题的新方法。为此,采用发电机组的线性化成本函数。此外,采用乘法器的一致交替方向法(C-ADMM)求解线性模型。这种技术将提供以集中和分散的方式对问题建模的可能性。该方法利用了前一次迭代得到的潮流结果,大大提高了收敛速度。由于C-ADMM方法使用了迭代技术、拉格朗日乘子和范数函数,因此收敛速度高度依赖于初始条件和最优性间隙的分配。因此,由于接近当前时刻的工作点,因此使用前一刻的工作点会增强结果。提出的模型已在两个案例研究中实施,包括宾夕法尼亚-新泽西-马里兰(PJM)网络来验证结果,以及9总线系统来评估模型在日常运营中的性能。
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Implementation of Consensus-ADMM Approach for Fast DC-OPF Studies
This paper proposes a novel method for solving the Optimal Power Flow (OPF) problem in conditions close to realtime. The linearized cost function of the generating units is used to this end. Besides, the presented linear model is solved using the Consensus Alternating Direction Method of Multipliers (C-ADMM) approach. This technique would provide the possibility of modeling the problem both in centralized and decentralized manners. The suggested method exploits the power flow results obtained from the previous iteration to considerably improve the rate of convergence. As the C-ADMM method uses an iterative technique, Lagrange multipliers, and the norm function, the rate of convergence highly depends upon assigning the initial conditions and the optimality gap. Thus, using the operating points of the previous instant due to being close to the operating point of the current instant would enhance the results. The proposed model has been implemented on two case studies including the Pennsylvania-New Jersey-Maryland (PJM) network to verify the results and the 9-bus system to evaluate the performance of the model for the daily operation.
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