频域非相干采样相位和均方根值的不确定性分析

M. Novotný, D. Slepicka
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引用次数: 7

摘要

相位和均方根值的确定是频域信号分析中最重要的任务。对这些参数的评估通常由离散傅立叶变换(DFT)算法执行。在实际应用中,信号大多是非相干采样的。这导致了众所周知的泄漏效应,它导致频谱分量能量传播到邻近的频率线。因此,使用时间窗来抑制泄漏。本文介绍了利用余弦窗非相干采样从DFT谱中计算相位和均方根值的不确定性分析问题。分析的目的是研究量化噪声的影响
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Uncertainty Analysis of the Phase and RMS Value by Non-Coherent Sampling in the Frequency Domain
The determination of phase and RMS value belongs to the most important tasks of signal analysis in the frequency domain. Evaluating these parameters is frequently performed by the DFT (discrete Fourier transform) algorithm. In practice, signals are mostly sampled noncoherently. This leads to the well known effect called leakage, which results in spreading frequency spectral component energy to neighboring frequency lines. Therefore, time windows are used for leakage suppression. This paper introduces the problematic of uncertainty analysis of phase and RMS value computed from the DFT spectrum by noncoherent sampling using cosine windows. The analysis is aimed to investigate the influence of quantization noise
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