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Identify Resonant Frequencies in AC Distribution Networks – A Numerical Example Part I – Harmonic Nodal Admittance Matrix Method

机译:识别交流配电网络中的谐振频率-数值示例第I部分-谐波节点导纳矩阵方法

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The subject of the paper is part of the general issue, particularly complex, establishing the means and methods of intervention for maintaining an appropriate quality of power supplied to consumers connected to existing distribution networks, which are subject to more pronounced harmonic pollution. In this context, the analysis in the frequency domain of the normal operating regimes of electrical distribution networks is a mandatory operation, the main instrument being the harmonic impedance seen in the network buses nodes. A typical application of this tool of analysis refers to reactive power compensation in distribution network harmonic polluted, operation that may lead to increased non-sinusoidal regime and consequently to increased negative effects on the operating of installations belonging to the supplier or consumers. Avoidance of harmonic resonances is possible only by knowing the frequency response of the network, more exactly the change of harmonic impedance seen in the network buses. This paper presents, in two parts, the numerical examples carried out on the same area of a real distribution network, two analytical methods: harmonic nodal admittance matrix method, respectively state matrix method. The results are analyzed and compared with the values obtained by the two methods.
机译:本文的主题是一般问题的一部分,尤其是复杂的问题,它建立了干预手段和方法,以维持向与现有配电网相连的消费者供电的适当质量的电能,而后者受到更明显的谐波污染。在这种情况下,配电网络正常运行方式在频域中的分析是强制性操作,主要工具是在网络总线节点中看到的谐波阻抗。该分析工具的典型应用是指配电网谐波污染中的无功补偿,其运行可能导致非正弦形式的增加,从而对属于供应商或消费者的设备的运行产生负面影响。只有知道网络的频率响应,才能更准确地避免在网络总线中看到的谐波阻抗变化,才能避免谐波谐振。本文分两部分介绍了在实际配电网络的同一区域上进行的数值示例,其中提供了两种分析方法:谐波节点导纳矩阵法和状态矩阵法。分析结果并将其与通过两种方法获得的值进行比较。

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