基于人工神经网络的分布式发电综合配电系统电压稳定性在线监测方法

S. Sundarajoo, D. Soomro
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引用次数: 0

摘要

随着电力需求的增长和现代配电系统结构的复杂化,电压稳定问题逐渐成为配电网中的一个重要问题。因此,研究纠正措施势在必行。提出了一种基于人工神经网络(ANN)的配电系统电压稳定性在线监测方法。该技术采用一种局部电压稳定指数,即稳定指数(SI)来识别弱母线信息,与传统的负载余量技术相比,该技术更有效。在此基础上,利用人工神经网络映射了配电网控制状态与结果SI之间的非线性关系。从安装的配电级相量测量单元(pmu)中,可以获得母线的状态参数,并可以估计出SI的结果值。该方法可以显著提高SI的计算速度,并对配电网电压稳定测量结果进行实时评估,有助于电网运营商快速确定运行状态并采取相应措施。将该方法应用于改进后的IEEE 33和IEEE 69总线系统中。结果表明,采用CPF方法评估电压稳定性所需的计算时间分别为16.2500 s和21.8872 s,而采用改进的ieee33和ieee69总线系统的CPF方法评估电压稳定性所需的计算时间分别为0.0677 s和0.0749 s。结果表明,该方法具有较高的准确性和有效性。
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Artificial Neural Network-Based Voltage Stability Online Monitoring Approach for Distributed Generation Integrated Distribution System
Due to the growth of electric power demand and the intricacy of modern distribution system structure, the voltage stability issue is evolving as a critical problem in distribution grids. Therefore, it is imperative to investigate the corrective measures. In this paper, artificial neural network (ANN) based voltage stability online monitoring approach for distribution systems with distribution generators (DGs) is proposed. The proposed technique employs a local voltage stability index known as the stability index (SI) to identify the weak bus information, which is more effective compared to the conventional load margin techniques. Furthermore, the nonlinear relationship of the distribution grid control status and the resultant SI is mapped using ANN. From the installed distribution-level phasor measurement units (PMUs), the state parameters of buses can be obtained, and the resultant values of SI can be estimated. This approach can significantly enhance the computational speed of SI and evaluate the voltage stability measurement of distribution network in real-time, which assist the operator of the network in order to determine the operational condition and execute actions quickly. The proposed approach is applied on the modified IEEE 33 and IEEE 69-bus system with DGs. It is found that the computation time needed for assessment of voltage stability by CPF method is 16.2500 s and 21.8872 s whilst the computation time needed for the proposed method for the same assessment is 0.0677 s and 0.0749 s respectively for modified IEEE 33 and IEEE 69-bus system. This demonstrates that the proposed method has high accuracy and efficacy.
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