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首页> 外文期刊>Journal of Modern Power Systems and Clean Energy >Probabilistic load flow method considering large-scale wind power integration
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Probabilistic load flow method considering large-scale wind power integration

机译:考虑大规模风电整合的概率潮流方法

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摘要

The increasing penetration of wind power brings great uncertainties into power systems, which poses challenges to system planning and operation. This paper proposes a novel probabilistic load flow (PLF) method based on clustering technique to handle large fluctuations from large-scale wind power integration. The traditional cumulant method (CM) for PLF is based on the linearization of load flow equations around the operating point, therefore resulting in significant errors when input random variables have large fluctuations. In the proposed method, the samples of wind power and loads are first generated by the inverse Nataf transformation and then clustered using an improved K-means algorithm to obtain input variable samples with small variances in each cluster. With such pre-processing, the cumulant method can be applied within each cluster to calculate cumulants of output random variables with improved accuracy. The results obtained in each cluster are combined according to the law of total probability to calculate the final cumulants of output random variables for the whole samples. The proposed method is validated on modified IEEE 9-bus and 118-bus test systems with additional wind farms. Compared with the traditional CM, 2m+1 point estimate method (PEM), Monte Carlo simulation (MCS) and Latin hypercube sampling (LHS) based MCS, the proposed method can achieve a better performance with consideration of both computational efficiency and accuracy.
机译:风电渗透的增加为电力系统带来了巨大的不确定性,这给系统规划和运行带来了挑战。提出了一种新的基于聚类技术的概率潮流(PLF)方法,以应对大规模风电集成产生的较大波动。 PLF的传统累积量方法(CM)基于工作点附近的潮流方程的线性化,因此,当输入随机变量具有较大波动时,会导致严重误差。在提出的方法中,首先通过逆Nataf变换生成风电和负荷样本,然后使用改进的K均值算法进行聚类,以获得每个聚类中具有较小方差的输入变量样本。通过这种预处理,可以在每个群集中应用累积量方法,以提高精度计算输出随机变量的累积量。根据总概率定律组合每个聚类中获得的结果,以计算整个样本的输出随机变量的最终累积量。改进的IEEE 9总线和118总线测试系统以及其他风电场均验证了该方法的有效性。与传统的CM,2m + 1点估计方法(PEM),蒙特卡罗模拟(MCS)和基于拉丁超立方体采样(LHS)的MCS相比,该方法在计算效率和准确性上都可以达到更好的性能。

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