电压稳定与无功控制的灵敏度公式分析

E. Santos, E. Jiménez, E. Acosta, C. Pérez, M. Leon, C. Viveros, P. Ruiz, H. Tovar
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引用次数: 0

摘要

基于极坐标潮流模型,利用特征值、最小单值、PV和QV曲线以及线性灵敏度等工具进行了稳态电压稳定性分析。本文讨论了不同灵敏度模型的应用,以分析电力系统中电压随无功负荷增加而变化的问题。为此,利用快速解耦潮流法中的完全雅可比矩阵、约简雅可比矩阵和B”矩阵,建立了三种不同的电压线性灵敏度计算模型。讨论了用这些模型对某一测试系统所得到的结果,以及每种模型的优缺点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Sensitivity Formulations for Voltege Stability and Reactive Power Control
Steady-state voltage stability analysis has been approached through different tools based on the polar coordinates power flow model, such as eigenvalues, minimum single value, PV and QV curves and linear sensitivities. In this paper, it is presented a discussion about the application of different sensitivity models, in order to analyze the problem about voltage behavior with respect to reactive power load increases in electric power systems. For this purpose, three different models used to obtain voltage linear sensitivities are formulated using the complete Jacobian matrix, reduced Jacobian matrix, and B” matrix from the fast decoupled power flow method. Results obtained with these models to a test system, as well as the advantages and disadvantages of each model are discussed.
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