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Frequency estimation by two- or three-point interpolated Fourier algorithms based on cosine windows

机译:基于余弦窗口的两点或三点内插傅里叶算法进行频率估计

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This paper investigates the frequency estimation of a complex sinusoid obtained by interpolating two or three samples of the Discrete-Time Fourier Transform (DTFT) of a signal weighted by a suitable cosine window. Versions of the algorithms based on both DTFT complex values and modules are considered and the expressions for the related frequency estimators are provided. Iterative procedures are used in order to minimize the estimator variance due to additive wideband noise. Furthermore, the accuracies of the proposed estimators are verified and compared each other and with state-of-the art algorithms by means of computer simulations when applied to noisy or noisy and harmonically distorted complex sinusoids, respectively.
机译:本文研究了通过对由适当余弦窗口加权的信号的离散时间傅立叶变换(DTFT)的两个或三个样本进行插值而获得的复杂正弦曲线的频率估计。考虑了基于DTFT复数值和模块的算法版本,并提供了相关频率估算器的表达式。为了使由于附加宽带噪声引起的估计器方差最小,使用了迭代过程。此外,当分别应用于有噪或有噪和谐波失真的复杂正弦波时,通过计算机仿真,可以对所提出的估计器的准确性进行验证,并与其他方面的算法进行比较。

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