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Sample-reduced frequency-domain approach for transient and steady-state computation of switched networks

机译:减少样本的频域方法用于交换网络的瞬态和稳态计算

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This paper presents a frequency-domain (FD) approach to compute transient and steady-state responses of switched networks. Generally, the FD representation of switching functions, as given for example by PWM schemes, requires a large number of samples. The proposed method addresses this issue by using the numerical Laplace transform (NLT) with reduced number of samples. Firstly, the proposed approach identifies high-impact frequencies and discards the rest of frequencies from an obtained FD solution variable. Secondly, it calculates appropriate damping-term of the complex frequency to achieve proper integration along Bromwich contour. To compute the appropriate damping-term, this paper adopts the vector fitting (VF) software tool to localize poles of the truncated system. Two examples are presented to validate the proposed method.
机译:本文提出了一种频域(FD)方法来计算交换网络的瞬态和稳态响应。通常,例如由PWM方案给出的开关功能的FD表示需要大量样本。所提出的方法通过使用具有减少的样本数量的数值拉普拉斯变换(NLT)解决了这个问题。首先,所提出的方法识别高冲击频率,并从获得的FD解变量中丢弃其余频率。其次,它计算复数频率的适当阻尼项,以实现沿布罗姆维奇轮廓的适当积分。为了计算适当的阻尼项,本文采用矢量拟合(VF)软件工具来定位截断系统的极点。给出了两个例子来验证所提出的方法。

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