Analysis of Frequency Oscillation Caused by AGC in Hydro-Dominant Power Grids using Piecewise Linearization Method

Yiping Chen, L. Xiao, Qin Gao, Kehan Zeng, Shengjing She, Rongzhao Yang
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Abstract

A piecewise linearization model is developed for the analysis of ultra-low frequency oscillation, taking the nonlinearity of governor deadband and the automatic generation control (AGC) into considerations. Firstly, the ultra-low frequency oscillations occurred in actual power grids are discussed in depth. Then, based on the piecewise linearization model developed, the AGC-excited frequency mode is calculated and key factors that influence the frequency stability are analyzed using the eigenvalue approach. Results show that the governor deadband introduces a frequency mode that likely to be excited by large frequency bias coefficient B of the AGC system. To avoid this frequency oscillation, it is advised that B should be properly tuned under the situation when only the secondary frequency regulation is activated.
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考虑调速器死带的非线性和自动生成控制(AGC)的非线性,建立了超低频振荡的分段线性化模型。首先,对实际电网中出现的超低频振荡进行了深入的讨论。然后,在建立分段线性化模型的基础上,计算了agc励磁频率模式,并利用特征值法分析了影响频率稳定性的关键因素。结果表明,调速器死带引入了一种可能被AGC系统的大频率偏置系数B激发的频率模式。为了避免这种频率振荡,建议在只启动二次频率调节的情况下,适当调B。
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