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Multi-point Access Decentralized Wind Power Time Series Model Based on MCMC Algorithm and Hierarchical Clustering Algorithm

机译:基于MCMC算法和层次聚类算法的多点接入分布式风电时间序列模型

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In this paper, a medium and long term output analysis model of multipoint access decentralized wind power based on Markov chain Monte Carlo method is proposed. The model considers the correlation among multi-point access decentralized wind farms and the multivariate first order Markov process is obtained by analogy with univariate higher order Markov process. Based on this, the state transition matrix of multi-point access decentralized wind power output is established, and the output distribution of four decentralized wind farms in Shantou is simulated according to the model. The statistical parameters such as mean, standard deviation, probability density function (PDF) and autocorrelation coefficient (ACF) of the generated wind power time series and historical series are compared. The results show that the statistical parameters of the simulated series are very close to those of the historical series. The model presented in this paper is very effective. Then this paper proposes a method for selecting typical daily output of decentralized wind power based on hierarchical clustering algorithm, and simulates the typical daily output of summer and winter of four decentralized wind farms in Shantou based on the model.
机译:提出了基于马尔可夫链蒙特卡罗方法的多点接入分散式风电中长期输出分析模型。该模型考虑了多点接入分散风电场之间的相关性,并通过单变量高阶马尔可夫过程的类比获得了多元一阶马尔可夫过程。在此基础上,建立了多点接入分散风电输出的状态转移矩阵,并根据模型模拟了汕头四个分散风电场的输出分布。比较了生成的风电时间序列和历史序列的统计参数,例如均值,标准差,概率密度函数(PDF)和自相关系数(ACF)。结果表明,模拟序列的统计参数与历史序列非常接近。本文提出的模型非常有效。在此基础上,提出了一种基于层次聚类算法的分布式风电典型日输出量选择方法,并基于该模型对汕头四个分布式风电场的夏季和冬季的典型日输出进行了仿真。

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