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Transient stability analysis of a power system with one generator connected to an infinite bus system

机译:一台发电机连接到无限母线系统的电力系统的暂态稳定性分析

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This paper presents a novel method to identify the fault that would affect the transient stability of one machine to an infinite bus. Here, the swing equation of each machine is expressed in the form of a closedloop transfer function in Laplace ss-domain. In the transfer function, the duration of the fault and the changes in maximum electrical power output of the machine during and after the fault are considered. Then, the real value of the dominant root of each machine's characteristic equation is identified on the real axis of the s-plane. In this method, the generator has been considered unstable based on the position of the real value of the dominant root in the left half or very close to the imaginary axis or in the right half of the s-plane. The results obtained by the proposed method are compared with those of the conventional step-by-step method on the basis of different fault clearing times, and good agreements have been demonstrated.
机译:本文提出了一种新颖的方法来识别故障,该故障将影响一台机器到无限母线的暂态稳定性。在此,每台机器的摆动方程均以Laplace ss域中的闭环传递函数形式表示。在传递函数中,考虑了故障持续时间以及故障期间和之后机器的最大电功率输出的变化。然后,在s平面的实轴上确定每个机器的特征方程的优势根的实值。在此方法中,根据显性根在s平面的左半边或非常接近虚轴或右半边的实根实值的位置,已将生成器视为不稳定。在不同的故障清除时间的基础上,将所提出的方法获得的结果与常规的逐步方法进行了比较,并证明了良好的一致性。

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