Dominant mode identification for low frequency oscillations of power systems based on Prony algorithm

Lan Ding, A. Xue, Fukun Han, Jin Li, Maohai Wang, T. Bi, Jinping Wang
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引用次数: 13

Abstract

Once the power system low frequency oscillation occurs, the operators desire to find out the dominant mode LFO so as to take measures to suspend it. This paper proposes an identification method for dominant mode of LFO based on Prony algorithm in wide-area measurement system (WAMS). The presented method contains three steps, the first step is preprocessing of Prony analysis result, the second step is the dominant mode identification, and the third step is the grouping of different generators according individual generator's frequency and phase information. Among the dominant mode identification step, three indexes are proposed to select the dominant mode. The first one is the ratio of amplitude and damping ratio; the second one is mode energy and the third one is the amplitude of sinusoidal decay mode after a period of oscillation. The simulation results in a two-area-four-machine benchmark system and 10 generator 39-bus New England system by DSATools demonstrate that the proposed method has strong adaptability to noise, i.e., the method has good performance of identification.
基于proony算法的电力系统低频振荡主导模式辨识
一旦电力系统出现低频振荡,操作人员希望找出主导模式LFO,以便采取措施将其暂停。提出了一种广域测量系统(WAMS)中基于proony算法的LFO优势模式识别方法。该方法分为三个步骤,第一步是对proony分析结果进行预处理,第二步是对主模式进行识别,第三步是根据单个发电机的频率和相位信息对不同的发电机进行分组。在优势模式识别步骤中,提出了三个指标来选择优势模式。第一个是幅值与阻尼比的比值;第二个是模态能量,第三个是振荡一段时间后正弦衰减模态的振幅。利用DSATools对两区四机基准系统和10发电机39母线新英格兰系统的仿真结果表明,该方法对噪声具有较强的适应性,具有良好的识别性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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