Investigation of Critical Fault Clearing Time by Applying Different Excitation System Models

Patrik Kastinen, N. Fuengwarodsakul, W. Wangdee
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引用次数: 4

Abstract

Evaluation of power system stability involves rotor angle stability which is done by determining the Critical Fault Clearing Time (CFCT). That is the maximum time a severe disturbance can be applied without the system losing its stability. Important factors to consider are power angle, moment of inertia of the whole power plant, X/R ratio in the net and which excitation system is being used for the synchronous generator. Prolonging the CFCT by changing reactance in the net or increasing the inertia constant by upgrading the power plant have been proven to be effective but expensive methods. The purpose of this paper is to understand CFCT and how tuning the excitation system can be a cost-effective method to extend it. Tuning in this paper done by monitoring the step responses on three different excitation models. Modelling and calculation are executed in a simulation software where a fault is simulated on one power line with one single 54.5 MW generator. CFCT is then first calculated with standard settings and later with adjusted settings. The rotor angle stability shows minor improvement after the tuning with different results for all three exciters.
应用不同励磁系统模型研究临界故障清除时间
电力系统的稳定性评价涉及转子角稳定性,主要通过确定临界故障清除时间(CFCT)来完成。这是一个严重的干扰可以施加而系统不失去其稳定性的最大时间。需要考虑的重要因素是功率角、整个电厂的转动惯量、电网的X/R比以及同步发电机采用哪种励磁系统。通过改变电网电抗或通过电厂改造提高惯性常数来延长CFCT已被证明是有效但昂贵的方法。本文的目的是了解CFCT,以及如何调整励磁系统是一种经济有效的方法来扩展它。本文通过监测三种不同激励模型的阶跃响应进行整定。在一个仿真软件中进行建模和计算,其中一台54.5 MW发电机在一条电力线上模拟故障。然后首先用标准设置计算CFCT,然后用调整后的设置计算CFCT。三种激振器调优后转子角稳定性略有改善,但效果不同。
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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