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Digital Modeling of Microwave Filters With Coupled-Line Sections

机译:具有耦合线段的微波滤波器的数字建模

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A digital-modeling technique for the transmission scattering parameters of frequency-periodic RF/microwave passive filters has been recently proposed. By means of the direct matching of the ideally-synthesized transfer function of the filter and that of its associated discrete-time linear time-invariant (LTI) system, the corresponding coefficients ak and bk are identifiable. Hence, zero-pole diagrams in the $Z$-plane are derived, which enables a reinterpretation of these frequency-periodic microwave filters. This work demonstrates that this digital matching is also possible for frequency-periodic filters based on coupled-line sections. In particular, this discrete-time modeling is applied to a classic third-order coupled-line bandpass filter and to a signal-interference ultra-wideband (UWB) bandpass filtering section. In addition, their zero-pole diagrams are analyzed and discussed in detail.
机译:最近已经提出了一种用于频率周期RF /微波无源滤波器的透射散射参数的数字建模技术。通过滤波器的理想合成传递函数与其相关的离散时间线性时不变(LTI)系统的传递函数的直接匹配,相应的系数a k 和b k 是可识别的。因此,零极图在 $ Z $ 推导平面,这使得能够重新解释这些频率周期性微波滤波器。这项工作表明,这种数字匹配对于基于耦合线部分的频率周期滤波器也是可行的。特别是,此离散时间建模应用于经典的三阶耦合线带通滤波器和信号干扰超宽带(UWB)带通滤波部分。此外,还详细分析和讨论了它们的零极点图。

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