使用正交镜像滤波器的低复杂度子带分析

A. Chopra, William Reid, B. Evans
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引用次数: 1

摘要

提出了一种对数字信号进行子带分析的新方法。传统的子带分解算法通常使用由半带滤波器组成的二叉树滤波器组结构。由于有限长度滤波器的设计限制,传统的分解算法通常会受到混叠的干扰。虽然较长的半带滤波器可以减少混叠,但这种滤波器也会增加延迟和实现复杂性。我们提出的算法使用了一种新颖的正交镜像滤波器结构,以确保在感兴趣的光谱区域之外存在混叠。仿真结果表明,与传统算法相比,本文提出的算法1)减少了30dB以上的混叠干扰,2)降低了信号处理延迟,3)降低了实现复杂度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Low complexity subband analysis using quadrature mirror filters
In this article, a novel method of performing subband analysis of digital signals is proposed. Conventional subband decomposition algorithms typically use a binary tree filterbank structure comprised of halfband filters. Due to design limitations of finite length filters, conventional decomposition algorithms typically suffer from interference due to aliasing. While longer halfband filters may reduce aliasing, such filters also increase latency and implementation complexity. Our proposed algorithm uses a novel structure of quadrature mirror filters to ensure aliasing is present outside of the spectral region of interest. Simulation results indicate that, compared to conventional algorithms, the proposed algorithm 1) reduces interference from aliasing by over 30dB, 2) reduces signal processing latency, and 3) reduces implementation complexity.
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