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Analytical method for harmonic calculation of electronic devices' currents

机译:电子设备电流谐波计算的解析方法

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Summary form only given as follows. Electronic devices (ED) are the main sources of harmonic pollution in low voltage power systems. Harmonics measurements require special equipment, which is quite expensive and not always available. That is why it is important to develop an analytical method, which allows to calculate fast, easily and accurately the current harmonics of waveforms, obtained experimentally. A novel analytical method for the harmonic calculations of the electronic device input currents is presented in this paper. The harmonic calculations are based on the substitution of the integration by an algebraic summation of the various jumps of the approximation of the functions and their derivatives, at the function discontinuity points. The method is presented by two examples related to the two basic cases of rectified filters-a rectified bridge with a C-filter and LC-filter connected at its output. The calculated results are compared with measured ones. A fairly good agreement emerges between the measured and calculated results. Especially good results are obtained for the calculation of the basic harmonic, the RMS value and the THD coefficient, which are the most important characteristics of the analyzed input ED currents. The advantages of the proposed method are in its simplicity, accuracy and its applicability to any type of electronic devices' currents.
机译:汇总表仅给出如下。电子设备(ED)是低压电力系统中谐波污染的主要来源。谐波测量需要特殊的设备,这非常昂贵并且并不总是可用。因此,重要的是要开发一种分析方法,该方法允许快速,轻松且准确地计算通过实验获得的波形的电流谐波。本文提出了一种新的分析方法,用于电子设备输入电流的谐波计算。谐波计算是基于在函数不连续点处函数和它们的导数逼近的各种跃迁的代数和的代数求和来代替积分。通过与整流滤波器的两种基本情况相关的两个示例来介绍该方法-整流桥在其输出处连接C滤波器和LC滤波器。将计算结果与测量结果进行比较。在测量结果和计算结果之间达成了相当好的协议。对于基本谐波,RMS值和THD系数的计算,获得了特别好的结果,这是所分析的输入ED电流的最重要特征。所提出的方法的优点在于其简单性,准确性及其对任何类型的电子设备电流的适用性。

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