对电力系统振荡分析进行了proony方法和下采样因子优化

Didik Fauzi Dakhlan , Joko Muslim , Indra Kurniawan , Bambang Anggoro Soedjarno , Kevin M. Banjar-Nahor , Nanang Hariyanto
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引用次数: 0

摘要

当电力系统超过稳定极限时,就会发生电力互联系统的停电事故。全球大多数停电,包括印度尼西亚的停电,主要是由输电系统特定部分的干扰引起的。这些干扰通过相互连接的网络传播,导致电网大面积中断。电力系统振荡即低频电力系统振荡,指的是区域间振荡,是停电事件发生前在电网中出现的特有现象。这些振荡数据通常是从事故发生后的扰动记录中获得的,并用作事后分析的基础数据,以描述和识别电力系统中振荡发电机。相量测量单元(pmu)用于获取同步相量数据和评估基于这些振荡的系统条件的潜在演变,在电力系统发生重大中断之前,已被纳入IEC/IEEE标准。此外,利用pmu的同步相量测量(synchrophasors)的新设备已根据这些标准开发出来。一种广泛用于确定电力系统中是否存在振荡的方法是普罗尼分析。proony分析是一种强大的信号处理技术,用于估计信号的参数。在电力系统中,它用于估计电力系统信号的参数,如电压、电流、频率等,这些参数对电力系统的控制和保护至关重要。本研究展示了利用同步相量数据监测电力系统振荡的proony方法,建立了电网内各母线振荡之间的相关性,以及实际DSF值的选择对所选电网系统模型精度的影响。采用改进的Kundur四机两区测试系统模型作为基础模型,按比例缩放到印尼电力系统互联45座500kv特高压变电站的实际测量数据。本文讨论了proony分析的原理、优点和局限性,以及在电力系统振荡检测中的应用。通过对比实际Java互联系统的仿真数据和实时测量数据,对proony分析的性能进行了评价。在选定网格的实际应用中,然后选择并匹配与实际数据和信号结构不匹配的DSF作为特定网格应用的参考。结果表明,Prony分析对DSF值为6的PMU数据提供了一种可靠有效的电力系统振荡检测方法,当DSF= 2-4时,主振荡频率在0.25-0.65 Hz之间,表明区域间模式、机器模式和控制模式,其平方误差从600-8000%降至0.03-10%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Performing Prony method and down sampling factor optimization for power system oscillation analysis
A blackout in the electrical power interconnection system occurs when the stability limits of power system are exceeded. The majority of global power blackouts, including those in Indonesia, are primarily triggered by disturbances within specific segments of the transmission system. These disturbances propagate through interconnected networks, leading to widespread disruptions in the electrical power grid. Oscillations in the electric power system i.e., low-frequency power system oscillations which refer to inter-area oscillations, are distinct phenomena which appear in the interconnection prior to blackout events. These oscillations data are typically obtained from disturbance records after the incidents and used as basis data for post-mortem analysis to describe and identify the oscillating generators in the power system.
The implementation of Phasor Measurement Units (PMUs) for acquiring synchronized phasor data and assessing the potential evolution of system conditions based on these oscillations, prior to significant disruptions in the electrical power system, has been incorporated into IEC/IEEE standards. Additionally, new equipment for synchronized phasor measurement (synchrophasors) utilizing PMUs has been developed in accordance with these standards. A method that is widely used to determine the presence of oscillations in an electric power system is Prony analysis. Prony analysis is a powerful signal processing technique to estimate the parameters of a signal. In power systems, this is applied to estimate the parameters of power system signals, such as voltage, current, and frequency, which are essential for power system control and protection.
This research demonstrates Prony method to monitor oscillations in power system using synchrophasor data, establishing the correlation between oscillation at various busses within the grid and the implication of practical DSF value selection to the model accuracy for selected grid system. A modified Kundur’s four-machine two-area test system model is employed as base model, scaled to the actual measurement data of 45 Extra High Voltage Substation 500 kV in Indonesia power system interconnection. This paper discusses the principles of Prony analysis, its advantages and limitations, including the applications to detect power system oscillation. The performance of Prony analysis is evaluated by comparing the simulation data and real time measurement data from actual Java interconnection system. In practical applications within the selected grid, the DSF to mismatch the actual data and signal construction were then selected and matched as the reference for a particular grid application. The results demonstrate that Prony analysis, when applied to PMU data with a DSF value of 6, provides a reliable and effective method for detecting power system oscillations where the squared errors are reduced from 600–8000% with DSF=2–4 down to 0.03–10% for dominant oscillation frequencies between 0.25–0.65 Hz signifying interarea mode, machine mode and control mode.
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