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文章摘要
Kaiser窗的组合余弦窗拟合及其在频谱分析中的应用
A fitting Combined Cosine Window Based on Kaiser Window and Its Application in Harmonic Analysis
Received:September 20, 2017  Revised:October 17, 2017
DOI:
中文关键词: 组合余弦窗  最小二乘法  Kaiser窗  双谱线插值  谐波分析
英文关键词: Combined cosine window, least square, Kaiser Window, two-spectrum-line interpolation FFT, harmonic analysis
基金项目:
Author NameAffiliationE-mail
Peng Xi* College of Electrical Engineering Wuhan University pengxi419whu@163.com 
Liu Kaipei College of Electrical Engineering Wuhan University kpliu@whu.edu.cn 
Li Dengyun China Electric Power Research Institute, Wuhan 18434716@qq.com 
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中文摘要:
      为了利用余弦窗双谱线插值谐波分析方法,本文针对非余弦Kaiser窗提出了一种基于最小二乘法的组合余弦窗拟合方法,将Kaiser窗拟合为组合余弦窗,拟合的组合余弦窗能保持原窗的性能。以β=11的Kaiser窗为例构造了组合余弦窗,结合余弦窗双谱线插值法进行了频谱分析,结果表明,基于拟合组合窗余弦窗的双谱线插值算法比Kaiser窗双谱线插值算法的谐波幅值精度更高。
英文摘要:
      In order to use FFT interpolation algorithms based on various cosine window functions in harmonic analysis of power system, this paper proposes a fitting combined cosine window based on Kaiser window by using least squares. The fitting window function substantially maintains the original performance of Kaiser Window. Then, take the Kaiser window with β = 11 as an example. The frequency spectrum properties are analyzed by two-spectrum-line interpolation FFT. Finally, compare harmonic analysis based on Kaiser Window Interpolation FFT. The harmonic amplitude contrast results indicate that the harmonic analysis based on two-spectrum-line interpolation FFT with the fitting window is more accurate than the Kaiser Window interpolation FFT.
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