Data-driven lumped dynamic modelling of wind farm frequency regulation characteristics

IF 1.7 Q3 COMPUTER SCIENCE, INFORMATION SYSTEMS
Shaolin Li, Jianmou Lu, Shiyao Qin, Yang Hu, Fang Fang
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引用次数: 0

Abstract

High proportion of wind power in the power grid leads to the problem of power system frequency instability, which requires the wind farm itself to have the ability of frequency adjustment; therefore, it is particularly important to conduct modelling of wind farm frequency regulation (WFFR) response characteristics. During the modelling process, it is generally necessary to establish a model for each working condition separately, which will bring huge workload. In addition, the accuracy of the model decreases when the frequency response is non-linear. Therefore, this paper investigates the modelling of WFFR response characteristics in different working conditions. A data preprocessing method based on WFFR strategy and modelling methods is introduced. Then, data-based transfer function models of WFFR response characteristics for different working conditions are constructed. After that, the gaps between different models are measured using a gap metric technique to analyse dynamic similarity between models. Finally, in order to make up for the defect of transfer function models, a non-linear autoregressive with exogenous input neural networks (NARXNN) model of WFFR response characteristics is constructed utilising lumped data of all working conditions; then, the trained model is tested by the data of each working condition to verify the accuracy and universality.

Abstract Image

数据驱动的风电场频率调节特性集总动态建模
风电在电网中的高比重导致电力系统频率失稳问题,这就要求风电场自身具备调频能力;因此,对风电场频率调节(WFFR)响应特性进行建模显得尤为重要。在建模过程中,一般需要针对每种工况分别建立模型,这将带来巨大的工作量。此外,当频率响应为非线性时,模型的精度降低。因此,本文对不同工况下WFFR响应特性的建模进行了研究。介绍了一种基于WFFR策略和建模方法的数据预处理方法。然后,构建了不同工况下WFFR响应特性的基于数据的传递函数模型。然后,利用间隙度量技术测量不同模型之间的间隙,分析模型之间的动态相似性。最后,为了弥补传递函数模型的缺陷,利用所有工况的集总数据,构建了WFFR响应特性的非线性自回归外生输入神经网络(NARXNN)模型;然后用各工况数据对训练好的模型进行检验,验证模型的准确性和通用性。
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来源期刊
IET Cyber-Physical Systems: Theory and Applications
IET Cyber-Physical Systems: Theory and Applications Computer Science-Computer Networks and Communications
CiteScore
5.40
自引率
6.70%
发文量
17
审稿时长
19 weeks
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