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On the Impact of Amplitude Variation on Interpolated DFT Method and How to Reduce It

机译:幅度变化对内插DFT方法的影响及其减少

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The Interpolated DFT is often used to improve frequency estimation of the spectral lines of DFT's spectrum. If the measured spectral line is distorted the accuracy of Interpolated DFT is decreased. Such distortion could be a result of amplitude variation during the acquisition of samples. To reduce the impact of amplitude changes a novel algorithm of digital amplitude stabilization was proposed. The simulations have been made to verify proposed algorithm. The amplitude variations were modelled by amplitude modulation of the measured signal. The relationship between systematic error and modulating frequency, phase, modulation index of an amplitude modulation and measured signal frequency were presented for two Interpolated DFT methods, with and without amplitude stabilization. Simulation tests prove that the application of amplitude stabilization (AS) algorithm significantly reduces the systematic error of the frequency estimation using both Interpolated DFT methods.
机译:内插DFT通常用于改善DFT频谱频谱线的频率估计。 如果测量的频谱线扭曲,则会降低内插DFT的精度。 这种失真可能是在获取样品期间幅度变化的结果。 为了降低幅度的影响,提出了一种新颖的数字幅度稳定算法。 已经进行了模拟以验证提出的算法。 通过测量信号的幅度调制来建模幅度变化。 为两个内插DFT方法提供系统误差和调制频率,相位,幅度调制和测量信号频率的调制率和测量信号频率之间的关系。 仿真试验证明幅度稳定(AS)算法的应用显着降低了使用内插DFT方法的频率估计的系统误差。

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