去嵌入时域测量中截断电缆响应传递函数外推方法的比较

IF 0.9 Q4 ENGINEERING, ELECTRICAL & ELECTRONIC
David Martinez;Fernando Albarracin-Vargas;Juan Galvis;Gideon N. Appiah;Felix Vega;Chaouki Kasmi;Nicolas Mora
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引用次数: 0

摘要

这封信对用于重建截断电缆响应传递函数(TF)缺失部分的三种外推方法进行了比较,截断电缆响应传输函数用于嵌入测量的瞬态电磁信号。在第一种方法(M1)中,对于所有未知频率,在极端频率处的已知TF的幅度保持恒定。第二种方法(M2)使用在最高频率和十年前的已知TF的幅度的线性外推。第三种方法(M3)使用TF的已知部分来提取其最小相位函数,使用离散希尔伯特变换积分。分析了三种方法在不同入射场上升时间和示波器输入实际信噪比下的性能。对于无噪声信号,M1和M2在几乎所有考虑的上升时间上都优于M3。另一方面,这三种方法对噪声信号产生相同数量级的误差。考虑到实现M3所需的复杂性和计算时间,建议在实际应用中使用M1或M2。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparison of Extrapolation Methods for Truncated Cable Response Transfer Functions Used in De-Embedding Time-Domain Measurements
This letter presents a comparison of three extrapolation methods used to reconstruct the missing parts of truncated cable response transfer functions (TFs) used to de-embed measured transient electromagnetic signals. In the first method (M1), the magnitude of the known TF at the extreme frequencies is kept constant for all the unknown frequencies. The second method (M2) uses a linear extrapolation of the magnitude of the known TF at the highest frequency and a decade earlier. The third method (M3) uses the known portions of the TF to extract its minimum phase function, using the discrete Hilbert transform integrals. The performance of the three methods is analyzed for different rise times of the incident field and with practical signal-to-noise ratio (SNR) at the oscilloscope input. For noise-free signals, M1 and M2 outperform M3 for almost all the considered rise times. On the other hand, the three methods produce errors within the same order of magnitude for noised signals. Given the complexity and computational time required to implement M3, it is suggested that M1 or M2 are used in practical applications.
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