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キャンパスWAMSによる改良されたヒルベルトホーン変換を用いた電力系統動揺特性解析

机译:基于校园WAMS的改进希尔伯特霍恩变换在电力系统摆动特性分析中的应用

摘要

This dissertation presents a complete oscillation monitoring system based on real-time wide-area measurements from PMUs. This oscillation monitoring system employs the enhanced Hilbert-Huang transform (HHT) to analyze power system oscillation characteristics and estimate the damping of oscillatory modes from ambient data. This new oscillation system can give an indication of the damping of transient oscillations that will follow a disturbance, once it occurs. The application is based on a system identification procedure that is carried out in real-time.This research studies various low frequency oscillation analysis algorithms. It mainly introduces the concept, character and implementation process of FFT, WLT and HHT method. According to the characteristics of low frequency oscillation signal we can get advantage and disadvantage of these algorithms.It is important to remember that power system is actually a high-order time-varying nonlinear system. Only under certain circumstances can it be simplified to linear or time-invariant systems. Although ambient condition is reasonably molded as a linear system, for system response following some events, nonlinearities play an important role in the measured data. HHT is a new type of nonlinear and non-stationary signal processing method. Compared with other methods, HHT has absolute advantage of analyzing low frequency oscillation signal because the power system responses following system disturbances contain both linear and nonlinear phenomena.Nevertheless, the traditional methods, whether FFT or WLT, etc. the signals are approximately processed as linear signal when analysis non-linear and non-stationary signals. This feature is the main advantage of HHT algorithm, which is also widely used by the reasons. Secondly, HHT method is adaptive, which means that can be adaptive extracted from the signal decomposed by EMD itself. It is based on an adaptive basis, and the frequency is defined through the Hilbert transform.Consequently, the base of Fourier transform is the trigonometric functions, the base of wavelet transform requires pre-selected. Therefore, HHT has completely adaptability. Third, it is suitable for analysis mutation signal. Due to the Heisenberg uncertainty principle constraint, many traditional algorithms must be satisfied the product of frequency window by time window is constant. This property makes these algorithms cannot achieve high precision both in time domain and frequency domain at the same time. Nevertheless, there is no uncertainty principle limitation on time or frequency resolution from the convolution pairs based on a priori bases. For these reasons, it can be said applying HHT method to dealing with power system oscillation signal is a good choice. However, it is still have some issues need to be resolved carefully.To ensure accurate monitoring of system dynamics with noise-polluted WAMS measurements, serval key signal-processing techniques are implemented to improveHHT method in this research: Data pre-treatment processing, the boundary end effect problem caused by the Empirical mode decomposition(EMD) algorithm and the boundary end effect problem caused by Hilbert transform based on Auto-Regressive and Moving Average Model (ARMA). There are six methods: a). polynomial extension method, b). slope method extension method, c). parallel extension method, d). extreme point symmetric extension method, e). mirror method f). Boundary local characteristic scale extension methods are used to inhibit the boundary end effects, which results in a serious distortion in the EMD sifting process.Furthermore, an integrated scheme for the monitoring and detection of low-frequency oscillations has been developed based on HHT algorithm for oscillation analysis in CampusWAMS projects. By analyzing the real-time synchro-phasors, the proposed scheme is competent to identify the characteristics of the low-frequency oscillations in real-time.Third, this dissertation presents an estimation algorithm method based on enhanced HHT for the parameters of a low frequency oscillation signal in power system.In the end, the developed scheme is tested with simulated signals and measurements from CampusWAMS. An oscillation monitoring system based on real-time wide-area measurements from PMUs is established. It can determine the center rage frequency of the concerned mode automatically and accurately, which is then be used to determine the parameter of the extraction. The extracted mode frequency, damping and mode shape can be detected by this oscillation monitoring system. The results have convincingly demonstrated the validity and practicability of the developed scheme.
机译:本文提出了一种基于PMU实时广域测量的完整的振动监测系统。该振荡监测系统采用增强的希尔伯特-黄(Hilbert-Huang)变换(HHT)分析电力系统的振荡特性,并根据环境数据估算振荡模式的阻尼。这种新的振荡系统可以指示出一旦发生扰动后瞬态振荡的衰减情况。该应用基于实时执行的系统识别程序。本研究研究了各种低频振荡分析算法。主要介绍了FFT,WLT和HHT方法的概念,特点和实现过程。根据低频振荡信号的特点,可以得到这些算法的优缺点。重要的是要记住,电力系统实际上是一个高阶时变非线性系统。仅在某些情况下,可以将其简化为线性或时不变系统。尽管将环境条件合理地模制成线性系统,但是对于某些事件后的系统响应,非线性在测量数据中起着重要作用。 HHT是一种新型的非线性和非平稳信号处理方法。与其他方法相比,HHT具有分析低频振荡信号的绝对优势,因为电力系统在系统干扰后的响应既包含线性现象又包含非线性现象。然而,传统方法(无论是FFT还是WLT等)都将信号近似处理为线性分析非线性和非平稳信号时的信号。此功能是HHT算法的主要优点,其原因也被广泛使用。其次,HHT方法是自适应的,这意味着可以从EMD本身分解的信号中自适应提取。它是基于自适应的,频率是通过希尔伯特变换定义的。因此,傅里叶变换的基础是三角函数,小波变换的基础需要预先选择。因此,HHT具有完全的适应性。第三,适用于分析突变信号。由于海森堡不确定性原理的约束,许多传统算法必须满足频率窗口乘时间窗口为常数的乘积。这种特性使得这些算法无法同时在时域和频域上实现高精度。然而,基于先验基础的卷积对在时间或频率分辨率上没有不确定性原则限制。由于这些原因,可以说应用HHT方法处理电力系统的振荡信号是一个不错的选择。然而,仍然有一些问题需要仔细解决。为了确保通过噪声污染的WAMS测量来准确监视系统动态,本研究采用了服务关键信号处理技术来改进HHT方法:数据预处理处理,经验模态分解(EMD)算法引起的边界末端效应问题,以及基于自回归和移动平均模型(ARMA)的希尔伯特变换引起的边界末端效应问题。有六种方法:a)。多项式扩展方法,b)。斜率法扩展法,c)。并行扩展方法,d)。极点对称扩展方法,e)。镜像方法f)。边界局部特征尺度扩展方法被用来抑制边界端效应,从而导致EMD筛选过程中的严重失真。此外,基于HHT算法,开发了一种集成的低频振荡监测和检测方案。 CampusWAMS项目中的振动分析。通过分析实时同步相量,该方案能够实时识别低频振荡的特征。第三,提出了一种基于增强型HHT的低频参数估计算法。最后,通过CampusWAMS的模拟信号和测量结果对所开发的方案进行了测试。建立了基于PMU实时广域测量的振荡监测系统。它可以自动,准确地确定相关模式的中心频率,然后将其用于确定提取参数。提取的模式频率,阻尼和模式形状可以通过该振荡监测系统检测。结果令人信服地证明了该方案的有效性和实用性。

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    劉 青;

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  • 年度 2015
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  • 正文语种 en
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