递归宽带线性相位数字微分器和积分器

D. Upadhyay
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引用次数: 1

摘要

通过优化现有递归数字微分器在特定奈奎斯特频带上的极零位置,得到了递归数字微分器和积分器的新设计。这些获得的设计在宽带上的幅度响应的相对误差不超过0.37%。此外,零反射方法被用于改进所提出的和现有的递归数字微分器和积分器设计的相位响应。最后,所得到的二阶系统递推数字微分器和积分器设计在几乎整个奈奎斯特带内具有近似线性的相位响应,并保持与原始系统相同的幅度响应。这些设计更适合于实时控制和信号处理应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Recursive Wideband Linear Phase Digital Differentiators and Integrators
New designs of recursive digital differentiator and integrator are obtained by optimizing the pole-zero locations of existing design of recursive digital differentiator over a specific Nyquist band. These obtained designs have not more than 0.37% relative errors in magnitude responses over wideband. Further, the zero-reflection approach is applied to improve the phase responses of proposed and existing recursive digital differentiator and integrator designs. Finally, the obtained recursive digital differentiator and integrator designs of second-order systems have nearly linear phase response almost over the full Nyquist band with preserving the same magnitude response as of the original one. These designs are more suitable for real-time control and signal processing applications.
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