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A multistage stochastic programming approach for preventive maintenance scheduling of GENCOs with natural gas contract

机译:天然气合同预防维护调度的多级随机节目方法

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摘要

A preventive maintenance scheduling problem is studied on behalf of generation companies (GENCOs) with natural gas power plants, while taking into account their signed natural gas contracts and the opportunities of purchasing and selling natural gas in the spot market. This paper considers the uncertain prices of both natural gas and electricity in the spot market, and proposes a multistage stochastic mixed integer programming (MSMIP) model seeking the optimal operations regarding maintenance outage scheduling and natural gas trading. Large-scale MSMIP problems suffer not only the curse of dimensionality, but also computational difficulties with both discrete and continuous variables at each stage. To this respect, this paper leverages the progressive hedging algorithm based on scenario-based decomposition to solve large MSMIP problems. The solutions obtained from the algorithm exhibit promising quality under our numerical studies. Due to the independence among all the subproblems after the decomposition, the algorithm is amenable to parallel computing, which leads to faster convergence as demonstrated in the numerical results. Computational experiments also show that it is beneficial to use MSMIP while considering both maintenance planning and natural gas contracting. In addition, the results also indicate the GENCOs with a larger number of small generators perform better than those with a smaller number of big generators. (C) 2020 Elsevier B.V. All rights reserved.
机译:预防性维护调度问题是代表发电公司(Gencos)的使用天然气发电厂,同时考虑到他们签署的天然气合同以及在现货市场购买和销售天然气的机会。本文考虑了现货市场天然气和电力的不确定价格,并提出了一种多级随机混合整数规划(MSMIP)模型,寻求有关维护中断调度和天然气交易的最佳运作。大规模的MSMIP问题不仅受到维度的诅咒,而且在每个阶段都有离散和连续变量的计算困难。为此,本文利用了基于情景的分解来解决大型MSMIP问题的逐步对冲算法。根据我们的数值研究,从算法获得的溶液表现出具有有希望的质量。由于在分解之后所有子问题的独立性,该算法适用于并行计算,这导致数值结果中所示的更快的收敛。计算实验还表明,在考虑维护计划和天然气收缩时使用MSMIP是有益的。此外,结果还表明具有更多数量的小发电机的Gencos比具有较少数量的大发电机的小发生器更好。 (c)2020 Elsevier B.v.保留所有权利。

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