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Extraction of causal time-domain network parameters from their band-limited frequency-domain counterparts using rational functions

机译:使用有理函数从带宽受限的频域对应物中提取因果时域网络参数

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Network parameters of a lumped element device are usually given in a limited frequency band of interest, or in an operation frequency range. To include them in time-domain simulations, they need to be converted to their causal time-domain correspondences. However, direct conversion with a simple technique such as the Fourier transform often leads to noncausal time-domain network parameters. Even when causal parameters are found, convolutions with them in the time domain are usually too computationally inefficient to carry out for a simulation with a large number of time steps. In this paper, a technique that extracts the causal time-domain parameters using rational function approximations is proposed. It results in time-domain parameters which are not only causal but also of exponential form in time. Consequently, the convolutions with them can be performed in a recursive manner. Numerical examples are provided to verify the effectiveness.
机译:集总元件设备的网络参数通常在感兴趣的有限频带或工作频率范围内给出。为了将它们包括在时域仿真中,需要将它们转换为因果的时域对应关系。但是,使用诸如傅立叶变换之类的简单技术进行直接转换通常会导致非因果的时域网络参数。即使找到因果参数,在时域中与它们的卷积通常在计算上也效率低下,无法对具有大量时间步长的模拟进行卷积。本文提出了一种使用有理函数逼近提取因果时域参数的技术。它产生的时域参数不仅是因果关系,而且在时间上也呈指数形式。因此,可以以递归的方式执行与它们的卷积。提供了数字示例来验证有效性。

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