用最优化技术设计分数阶勒让德滤波器

Andrew Amgad, A. M. Abdelaty, Hazem A. Attia, M. M. Elbarawy
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摘要

分数阶滤波器以其显著的设计灵活性和连续阶跃阻带衰减率而受到国际专家的关注。本研究提出了一种基于元启发式优化技术的分数阶勒让德低通滤波器的理想设计策略,该策略是根据设计要求定制的。为了获得期望的结果,通过结合分数阶勒让德多项式和波纹抑制来修改归一化勒让德低通滤波器的幅度响应。根据规范计算了归一化勒让德低通滤波器的分数阶。利用基于群的优化技术——花授粉算法(FPA)对分数阶滤波器的传递函数参数进行调整。目标是产生与前面提到的期望响应相似的幅度响应。这一过程的结果是分数阶勒让德滤波器的优化设计。为了证明该方法的可行性,给出了一个案例研究、稳定性分析、LT-spice模拟和实际电路。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Designing Of Fractional Order Legendre Filter Using Optimization Techniques
Fractional order filter has attracted the attention of international specialists due to its notable design flexibility and continuously stepped stopband attenuation rate. This study suggests an ideal design strategy for fractional-order Legendre low pass filters which is customized to design requirements, based on an meta-heuristic optimization technique. To attain the desired result, the magnitude response of the normalized Legendre low pass filter is modified by incorporating the fractional-order Legendre polynomial along with the suppression of ripples. The fractional order of the normalized Legendre low pass filter are calculated in accordance with specifications. The Flower Pollination Algorithm (FPA), which is a type of swarm-based optimization technique, is utilized to adjust the transfer function parameters of a fractional-order filter. The goal is to produce a magnitude response that is similar to the desired response mentioned earlier. This process results in the optimized design of a fractional-order Legendre filter. In order to demonstrate the viability of the suggested approach, a case study, stability analyses, LT-spice simulations, and an actual circuit are shown.
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