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Evaluation of Hopf Bifurcation Considering the Effect of Load Models and Excitation System Parameters

机译:考虑载荷模型和励磁系统参数影响的Hopf分叉评估

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摘要

Power system stability is an important problem for power system operation. Determination of different stability margins can result in the optimum utilization of power system with minimum risk. Voltage stability is an important subset of power system stability. To correctly analyze the voltage stability of a power system, suitable dynamic models are usually required. Therefore, in this paper, the Hopf bifurcation boundary of voltage stability feasible region is analyzed by combination of time domain simulation (TDS), bifurcation theory and modal analysis of dynamic Jacobian matrices of power systems. Effect of different load models, branch contingencies and excitation system parameters on critical eigenvalues and participation factors of system states is evaluated. The test results are given for IEEE 14 bus test system. Copyright © 2011 Praise Worthy Prize S.r.l - All rights reserved.
机译:电力系统的稳定性是电力系统运行的重要问题。确定不同的稳定裕度可以以最小的风险实现电力系统的最佳利用。电压稳定性是电力系统稳定性的重要子集。为了正确地分析电力系统的电压稳定性,通常需要合适的动态模型。因此,本文结合时域仿真(TDS),分岔理论和电力系统动态雅可比矩阵的模态分析,分析了电压稳定可行区的霍普夫分岔边界。评估了不同负载模型,分支意外事件和励磁系统参数对系统特征的临界特征值和参与因子的影响。测试结果是针对IEEE 14总线测试系统给出的。版权所有©2011值得一世奖-保留所有权利。

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