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A data-driven multi-stage stochastic robust optimization model for dynamic optimal power flow problem
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DOI：10.1016/j.ijepes.2023.108955.png)
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The uncertainty caused by the distributed generations(DG) with inconspicuous patterns has been an essential subject in the optimization scheduling for the distribution network. We propose a novel data-driven approach to deal with the dynamic optimal power flow(DOPF) problem which contains uncertain variables with their un-known probability distribution. The data-driven model is made to learn the joint probability distribution of the uncertain variables and use robust optimization(RO) to solve the multi-stage stochastic linear DOPF by averaging the worst case from each uncertainty set. In contrast to the motivation for traditional RO to find solutions that perform well on the worst-case realization, our proposed approach adds robustness to the historical data as a tool to avoid overfitting as the number of data points tends to infinity. The application verification for the AC OPF problem is presented for the IEEE-33 system. The simulation verifies the feasibility and robustness of the pro-posed approach and its results are compared with those of other data-driven stochastic optimization methods. We prove that the proposed approach can effectively solve the overvoltage problem caused by the high permeability of photovoltaic generation and achieve a better out-of-sample performance guarantee, and also has obvious economic advantages over other data-driven methods.
Keyword:
Dynamic optimal power flow
Data -driven optimization
Stochastic robust optimization
Uncertainty
Multi -energy power system
期刊
I
IF:
5
论文数:
1.1W
被引数:
3.1W
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分享收藏On the Existence and Linear Approximation of the Power Flow Solution in Power Distribution Networks关于配电网潮流解的存在性和线性逼近
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