PMMA包覆元件实现分数阶滤波器的稳定性分析

K. Biswal, S. Kar, M. Tripathy
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引用次数: 4

摘要

本文的初步工作是通过将s平面转化为f平面和w平面来讨论电路稳定性的概念。本文还介绍了一种利用分数阶元件实现分数阶有源滤波器的方法,并研究了其输出电压在一定频率范围内的稳定性。在P-Spice和Matlab中对滤波器的低频和高频响应进行了仿真,并与实验结果进行了比较。低通和高通滤波器都包含两个用作非整数(即分数)器件的电容器。这需要两个顺序为$\alpha$和$\beta(0 < \alpha,\ \beta\leq 1)$的分数电容。实验得到了两种滤波器的频域输出,并利用MATLAB和P-Spice工具箱与仿真结果进行了比较。采用分数阶元素进行仿真,该元素近似采用Domino梯形网络表示。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stability Analysis of Fractional-Order Filters Realized with PMMA Coated Elements
The initial work in this paper discusses the concept of stability of a circuit by transforming s-plane to F-plane and W-plane. This article also describes an approach to realize fractional-order active filters using fractional-order elements and studied its output voltage stability over a frequency range. The filters' response in both low and high frequency range have been simulated in P-Spice and Matlab for comparison with experimental results. Both low-pass and high-pass filters incorporate two capacitors which are used as non-integer (i.e. fractional) devices. This requires two fractional capacitors with orders $\alpha$ and $\beta(0 < \alpha,\ \beta\leq 1)$. The outputs of the two proposed filters shown in frequency domain were obtained experimentally and have been compared with simulated results using MATLAB and P-Spice toolbox. This simulation was carried out by taking fractional-order element which is approximated with a Domino Ladder network representation.
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