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A Full- and Half-Cycle DFT-based technique for fault current filtering

机译:基于全周期和半周期DFT的故障电流滤波技术

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Decaying DC components in fault currents will make the digital filter to obtain inaccurate phasors and cause the false operations of a relay system. Many studies have put their focuses for removing the decaying DC components from fault currents. Generally, they need extra samples or phasors to obtain the parameters of the decaying DC component. In order to accelerate the filter response, this paper presents a new Discrete Fourier Transform (DFT)-based algorithm which does not need extra sample to remove the decaying DC component. To achieve this, the samples used for a traditional DFT computation are split to four groups. Both the Full-Cycle DFT (FCDFT) and the Half-Cycle DFT (HCDFT) -based computations have been developed in this paper. The proposed algorithm is evaluated by MATLAB/SIMULINK generated data to show its effectiveness.
机译:故障电流中直流分量的衰减将使数字滤波器获得不准确的相量,并引起继电器系统的误操作。许多研究都把重点放在从故障电流中去除衰减的直流分量。通常,他们需要额外的采样或相量来获取衰减直流分量的参数。为了加快滤波器响应,本文提出了一种新的基于离散傅立叶变换(DFT)的算法,该算法不需要额外的样本即可去除衰减的DC分量。为此,将用于传统DFT计算的样本分为四个组。本文已经开发了基于全周期DFT(FCDFT)和基于半周期DFT(HCDFT)的计算。 MATLAB / SIMULINK生成的数据对提出的算法进行了评估,以显示其有效性。

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