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Probabilistic transient stability assessment using two-point estimate method

机译:两点估计法的概率暂态稳定评估

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With many uncertainties encountered in power system operation, the proper basis for assessing transient stability should be formed in terms of the solution of a stochastic problem. In this paper, two-point estimate method is used to find the maximum relative rotor angles' probability distribution functions for a given fault with uncertain load demands and clearing time. The low computing time requirement of the two-point estimate method allows online applications, and the use of detailed power systems dynamic model for time-domain simulation which offers high accuracy. The two-point estimate method is integrated in a straightforward manner with the existing transient stability analysis tools. The integrated software facility has potential applications in control rooms to assist the system operator in decision making process based on instability risks. The software system when implemented on a cluster of processors also makes it feasible to re-assess online transient stability for any change in system configuration arising from switching control. The method proposed has been tested on a 39-bus IEEE test system and validated using the Monte Carlo simulation.
机译:在电力系统运行中遇到许多不确定性的情况下,应根据随机问题的解决方案来形成评估暂态稳定性的适当基础。本文采用两点估计法,针对给定故障,负荷需求和清除时间不确定的给定故障,求出最大相对转子角的概率分布函数。两点估计方法的低计算时间要求允许在线应用,并且可以使用详细的电力系统动态模型进行时域仿真,从而提供较高的精度。两点估计方法与现有的瞬态稳定性分析工具直接集成在一起。集成软件设施在控制室中具有潜在的应用程序,可帮助系统操作员基于不稳定风险进行决策过程。当在处理器集群上实施该软件系统时,对于因切换控制而引起的系统配置的任何更改,重新评估在线瞬态稳定性也是可行的。所提出的方法已经在39总线IEEE测试系统上进行了测试,并使用Monte Carlo仿真进行了验证。

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