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Computation of limit cycle via higher order harmonic balance approximation and its application to a 3-bus power system

机译:基于高次谐波平衡近似的极限环计算及其在三母线电力系统中的应用

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This work reviews and elaborates a frequency domain approximate method of estimating amplitude, frequency, and stability of the limit cycle near Hopf bifurcations. A new iterative method and new criterion for ascertaining stability are presented. The method and criterion are applied to a 3-bus dynamic power system model to give the amplitude, frequency and stability at its Hopf bifurcations. New analytic formulas for bifurcation curves are derived by using analytic method, some new saddle-node bifurcation at low voltage levels are found on the formulas. The influence of rotor inertia on the Hopf bifurcation is also studied.
机译:这项工作回顾并阐述了一种估计Hopf分叉附近的极限环的幅度,频率和稳定性的频域近似方法。提出了一种新的迭代方法和确定稳定性的新准则。将该方法和准则应用于三总线动态电力系统模型,以给出其Hopf分叉处的振幅,频率和稳定性。利用解析方法推导了新的分岔曲线解析公式,在该公式上发现了一些新的低电压鞍形节点分岔。还研究了转子惯性对霍普夫分叉的影响。

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