线性相位微分和积分器的方法

W. Lai, Lin-Chuan Tsai
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引用次数: 0

摘要

本文描述了双线性变换方法下的宽带微分器和积分器,它们在通带区域表现出几乎线性的相位。用公式来表示一阶微分和积分器的离散时间无限脉冲响应过程。这些配方使它们符合宽带应用的条件。新的微分器和积分器近似于线性相位。新的微分器和最大误差为9.5°,发生在归一化频率的0.55,新的积分器的最大误差为9.5°,发生在归一化频率的0.55。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Approach of linear phase differentiators and integrators
In this paper, we describe wide-band differentiators and integrators the method of bilinear transformations which exhibit almost linear phases in the pass-band region. Formulations are employed to represent discrete-time infinite impulse response (IIR) processes of first-order differentiator and integrator. These formulations allow them to be eligible for wide-band applications. The new differentiator and integrator is approximately the linear phase. The maximum error of the new differentiator and is 9.5° occurring at 0.55 of the normalized frequency, and the maximum error of the new integrator is 9.5° occurring at 0.55 of the normalized frequency.
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