A Simple Method to Find the Most Vulnerable Generator and a Safe Value of Critical Clearing Time for a Fault in a Power System

Srikumar Manghat
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Abstract

Determination of critical clearing time (CCT) for a power system is an important component of transient stability analysis. The methods proposed so far suffer from the drawback that either they do not determine the CCTs reliably or are too complex to implement or both. Also, none of the methods easily determine the generator most vulnerable to de-synchronization for a particular fault. The present paper proposes a new method to determine CCTs and the most vulnerable generator. It first reduces the multi-machine power system to a two-machine system with one of the machines being one of the generators of the power system. It then determines the CCT for this generator from this system using known formulae. This procedure is repeated for each generator of the power system and CCTs determined for each. The least value of the CCTs obtained is declared the CCT of the power system and the corresponding generator is declared the most vulnerable one. The method uses minimum computational effort and is easy to implement. Also, it is shown that the values of CCTs obtained are always less than actual values, making the method extremely reliable. These facts are confirmed by testing the method on various test systems.
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一种寻找电力系统最脆弱发电机和故障紧急清除时间安全值的简单方法
电力系统临界清净时间的确定是暂态稳定分析的重要组成部分。目前提出的方法都有缺点,要么不能可靠地确定有条件现金转移支付,要么太复杂而无法实现,要么两者兼而有之。此外,没有一种方法能轻易地确定哪一种生成器最容易因特定故障而失去同步。本文提出了一种确定cct和最脆弱发电机的新方法。它首先将多机电力系统简化为双机系统,其中一台机器作为电力系统的一台发电机。然后使用已知公式从该系统确定该发电机的CCT。对电力系统的每台发电机重复此过程,并确定每台发电机的cct。将得到的CCT最小值声明为电力系统的CCT,并将相应的发电机声明为最脆弱的发电机。该方法计算量小,易于实现。结果表明,所得到的cct值总是小于实际值,使得该方法非常可靠。在各种测试系统上对该方法进行了测试,证实了这些事实。
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