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A method for the identification of low frequency oscillation modes in power systems subjected to noise

机译:一种用于电力系统中受噪声影响的低频振荡模式的识别方法

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摘要

The high penetration of renewable energy sources and the consequent integration of such distributed energy generation systems into the grid have significantly increased the interaction between power sources, which can result in low frequency oscillations. Different control techniques are proposed in literature to suppress low frequency oscillations, but the first step to attenuate such oscillations is to characterize them in terms of their dominant modes. This paper combines different results from literature to propose a unified two-step methodology for the mode characterization of low frequency oscillations based on the signals acquired by wide area measurement systems. Since the measured signals typically contain noise, the first stage of the proposed method uses the basis pursuit denoising method combined with a Tunable Q-factor wavelet transform to increase the signal-to-noise ratio and improve the identification results. In a second stage, an improved version of the matrix pencil algorithm, as proposed in this paper, is used to identify the parameters of low frequency oscillation dominant modes. Both simulation and experimental results show that the proposed method has better characterization accuracy than traditional methods, especially when Gaussian noise is considered in the measurements. In addition, the processing time has proven to be reasonable for online identification and characterization of low frequency oscillations.
机译:可再生能源的高渗透率以及随之而来的将此类分布式能源发电系统集成到电网中,大大增加了电源之间的相互作用,这可能导致低频振荡。文献中提出了不同的控制技术来抑制低频振荡,但是衰减这种振荡的第一步是根据其主导模式来表征它们。本文结合文献中的不同结果,基于广域测量系统获取的信号,提出了一种用于低频振荡模式表征的统一两步方法。由于测量的信号通常包含噪声,因此该方法的第一阶段使用基本追踪去噪方法和可调谐Q因子小波变换相结合,以提高信噪比并改善识别结果。在第二阶段,本文提出的矩阵铅笔算法的改进版本用于识别低频振荡主导模式的参数。仿真和实验结果均表明,该方法具有比传统方法更好的表征精度,特别是在测量中考虑高斯噪声时。此外,处理时间已证明对于在线识别和表征低频振荡是合理的。

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