采用元启发式算法设计低延迟数字IIR滤波器

Yaser Maghsoudi, M. Kamandar
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引用次数: 1

摘要

利用元启发式算法对具有有理传递函数的滤波器的系数优化适应度函数来设计数字IIR滤波器是近年来研究的问题。大多数研究者使用由期望滤波器与设计滤波器的幅值响应之差和设计滤波器的线性相位、最小相位和稳定性等约束条件组成的适应度函数。提出了一种适用于6项IIR数字滤波器设计的综合适应度函数。在适应度函数中增加一项,得到低延迟滤波器。低延迟滤波器是实时信号处理的理想选择。这一项是所设计的因果滤波器脉冲响应的加权偏能量。最大化这一项导致脉冲响应的能量集中在它的开始,因此一个低延迟滤波器。低延时特性使得所设计的滤波器瞬态响应衰减快,输入输出延时小。所提出的适应度函数还包括满足线性相位、最小相位和稳定性约束的项。采用元启发式优化算法GA、GSA和PSO对拟合函数进行优化。为了评估该方法的效率,将使用该方法设计一个低延迟低通滤波器和一个低延迟微分器。研究结果表明,采用该方法设计的滤波器比采用传统方法设计的滤波器延迟低。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Low delay digital IIR filter design using metaheuristic algorithms
Digital IIR filter design by optimizing a fitness function with respect to coefficients of a filter with rational transfer function by meta-heuristic algorithms has been considered recently. Most researchers use a fitness function consisted of difference between magnitude response of desired filter and designed filter and the constraints such as linear phase, minimum phase and stability of designed filter. In this paper, a comprehensive fitness function for IIR digital filter design with 6 terms is proposed. A new term is added to fitness function to get a filter with low delay. Low delay filters are desirable for real time signal processing. This term is weighted partial energy of the impulse response of designed causal filter. Maximizing this term leads to concentration of energy of impulse response at its beginning, consequently a low delay filter. Low delay property leads to fast decaying of transient response and low delay between input and output of designed filter. Proposed fitness function also includes some terms to meet linear phase, minimum phase and stability constraints. Meta-heuristic optimization algorithms GA, GSA and PSO are used to optimize proposed fitness function. To evaluate efficiency of the proposed method, it will be used to design a low delay low pass filter and a low delay differentiator. Reported results show lower delay of designed filters by proposed method than designed ones by traditional methods.
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