Power system security assessment and enhancement using artificial neural network

D. Srinivasan, C. Chang, A. Liew, K. C. Leong
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引用次数: 15

Abstract

A power system is continually subjected to external and internal disturbances that are capable of causing instability in the system. The process of determining the stability of the system following the disturbances is known as security assessment. In particular, dynamic security assessment evaluates the stability of the power system with the time-dependent transition from pre-fault to post-fault states taken into consideration. For large disturbances, critical clearing time is a measure of the stability of the power system. The critical clearing time is a complex function of many variables, and its determination using conventional methods such as numerical integration is generally a time consuming and computationally intensive task. As an alternative approach, the artificial neural network is used in this paper to predict the critical clearing time. In particular, a multilayered feedforward neural network with error backpropagation algorithm was used to predict the critical clearing time of 2 different electric power systems; a 2 machine 5 bus system and a 3 machine 8 bus system. For the former power system, the optimal result of a percentage mean absolute error of 0.6% was obtained with a neural network structure of 1 hidden layer, 18 hidden neurons and the logistic activation function. The larger system had an optimal result of percentage mean absolute error of 2% with a neural network structure of 3 hidden layers, 30 hidden neurons and the logistic activation function.
基于人工神经网络的电力系统安全评估与增强
电力系统不断地受到能够引起系统不稳定的外部和内部干扰。在扰动之后确定系统稳定性的过程称为安全评估。其中,动态安全评估考虑了电力系统从故障前状态到故障后状态随时间变化的稳定性。对于大扰动,临界清除时间是衡量电力系统稳定性的一个指标。临界清除时间是一个多变量的复杂函数,使用数值积分等传统方法确定其通常是一项耗时且计算量大的任务。作为一种替代方法,本文使用人工神经网络来预测临界清除时间。特别地,采用误差反向传播的多层前馈神经网络算法对两种不同电力系统的临界清净时间进行了预测;2机5总线系统和3机8总线系统。对于前者,采用1个隐藏层、18个隐藏神经元和logistic激活函数的神经网络结构,获得了百分比平均绝对误差为0.6%的最优结果。对于较大的系统,采用3层隐含层、30个隐含神经元和逻辑激活函数的神经网络结构,其最优结果是百分比平均绝对误差为2%。
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