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首页> 外文期刊>Procedia - Social and Behavioral Sciences >Identify Resonant Frequencies in AC Distribution Networks – A Numerical Example Part II – The State Matrix Method
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Identify Resonant Frequencies in AC Distribution Networks – A Numerical Example Part II – The State Matrix Method

机译:识别交流配电网络中的谐振频率-数值示例第二部分-状态矩阵方法

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One of the most important issues regarding the operation of electrical distribution networks which is harmonic polluted is to avoid parallel resonance frequencies of relatively high harmonic currents, that are present in the network. For this is absolutely necessary to know the frequency response of the network or its harmonic impedance, more exactly, the frequencies which can produce parallel harmonic resonance. This article is the second part of the paper which presents two methods of calculating the parallel resonance frequencies corresponding to peaks (poles) harmonic impedance seen in the buses: harmonic nodal admittance matrix method (in the first part), respectively that state matrix method (in the second part). The results obtained by the two methods are compared and a qualitative and quantitative analysis is done.
机译:关于被谐波污染的配电网络的操作的最重要的问题之一是避免存在于网络中的具有较高谐波电流的并联谐振频率。为此,绝对有必要了解网络的频率响应或其谐波阻抗,更确切地说,是可以产生并联谐波谐振的频率。本文是本文的第二部分,介绍了两种计算与总线中看到的峰值(极点)谐波阻抗相对应的并联谐振频率的方法:谐波节点导纳矩阵方法(在第一部分中)和状态矩阵方法(在第二部分)。比较通过两种方法获得的结果,并进行定性和定量分析。

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