基于可扩展支持向量机分类的随机净负荷下电压稳定风险评估

Antonin Demazy, T. Alpcan, I. Mareels, S. Saha
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引用次数: 4

摘要

提出了一种新的方法来识别和评估包含可变负荷节点和间歇性可再生能源发电的电网电压稳定风险。给定电网配置,该方法首先评估响应随机运行条件(可变负载和间歇性分散发电)的选定节点的电压不稳定边界。在给定其他节点的一组负载和间歇生成条件下,每次迭代计算一个节点的鞍节点分岔(SNB)点,这些数据点被用作支持向量机(SVM)分类器的训练集。其次,利用蒙特卡罗模拟方法,在系统内随机净负荷分布的情况下,推导出间歇母线的边际电压稳定风险概率分布,其中每次模拟时的不稳定状态由训练好的SVM分类器集导出。该方法的主要优点是可扩展到高维网络,而支持向量机训练数据集只需要计算一次。电压风险概率分布在分布式间歇发电电网规划和扩容的定量风险评估框架设计中具有重要意义。本文重点描述了使用支持向量机技术推导电压风险概率的方法,而概率分布在综合风险评估框架中的构建和使用将留给作者未来的工作。
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Assessment of voltage stability risks under stochastic net loads using scalable SVM classification
A novel approach is presented to identify and assess voltage stability risk in power networks that include nodes with variable loads and intermittent renewable generation. Given a power network configuration, the approach firstly assesses voltage instability boundaries at selected nodes in response to stochastic operational conditions (variable load and intermittent decentralised generation). By iteratively calculating Saddle Node Bifurcation (SNB) points one node at a time given a set of loads and intermittent generation conditions at the other nodes, those data points are used as training sets for support vector machine (SVM) classifiers. Secondly, a marginal voltage stability risk probability distribution for the intermittent buses is derived using Monte Carlo simulation methods with stochastic net load profiles within the system where instability status at each simulation is derived from the trained set of SVM classifiers. The key advantage of the proposed method is its scalability to higher dimension networks for which the SVM training date set must be calculated only once. The voltage risk probability distribution acquires a significant importance in the design of quantitative risk valuation framework for planning and expansion purposes in a context of network with decentralised and intermittent generation. This paper focuses on describing the approach to derive a voltage risk probability using SVM technique, while the construction and use of the probability distribution in a comprehensive risk valuation framework for planning is left for future work to the authors.
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