光伏逆变器的总谐波指纹模型。第1部分:不同功率下的操作

X. Xu, A. Collin, S. Djokic, S. Müller, J. Meyer, J. Myrzik, R. Langella, A. Testa
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引用次数: 9

摘要

本文是关于光伏逆变器(PV)总频域模型开发的两部分系列文章的第一部分。所建立的PVI模型以耦合诺顿模型的谐波导纳矩阵(HAM)的形式表示,也称为谐波指纹模型(HFM)。基于精确测量的HFMs的开发需要大量的测量,对于PVIs,这进一步增加,因为它们通常表现出强烈的功率依赖于谐波发射的变化。作者提出了一种新方法,该方法大大减少了测量次数,因为它只需要在单个工作功率下进行两组测量:一组是基波电压分量,另一组是在基波分量上逐个添加单个电压谐波。这两组测量值用于计算“参考HAM”,然后乘以从PVIs总子群电流谐波失真THDSj的功率相关变化计算出的两个系数。通过对三种不同的PVIs进行综合实验室测试,说明并验证了所提出的方法,并且可以很容易地应用于具有类似特性的其他类型的电力电子器件。
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Aggregate harmonic fingerprint models of PV inverters. part 1: Operation at different powers
This paper is the first part of a two-part series on the development of aggregate frequency domain models of PV inverters (PVIs). The developed PVI models are expressed in the form of harmonic admittance matrix (HAM) of a coupled Norton model, also known as the harmonic fingerprint model (HFM). The development of accurate measurement-based HFMs requires considerable amount of measurements, which further increase in case of PVIs, as they typically exhibit strong power- dependent changes in harmonic emission. The authors propose a novel approach, which significantly reduces the number of measurements, as it requires only two sets of measurements at a single operating power: one with the fundamental voltage component, and another with individual voltage harmonics added one by one to the fundamental component. These two sets of measurements are used to calculate a “reference HAM”, which is then multiplied by two coefficients calculated from the power-dependent changes of the PVIs total subgroup current harmonic distortion, THDSj. The presented methodology is illustrated and validated using a comprehensive laboratory tests with three different PVIs and it can be easily applied to other types of power electronic devices with similar characteristics.
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