基数-2r算法用于FIR滤波器设计优化

A. Liacha, A. K. Oudjida, F. Ferguene
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引用次数: 0

摘要

有限脉冲响应滤波是数字信号处理系统中普遍存在的一种滤波方法。由于高速和低功耗的设计要求,它通常以全定制的方式实现。FIR滤波器的硬件设计主要由乘法器模块主导,乘法器模块通常由加法器、减法器和移法器组成,以提高速度和功率效率。在最近的一项工作中,开发了一个完全可预测的次线性运行时启发式乘法常数。它被称为RADIX-2r。本文将RADIX-2r应用于FIR滤波器的设计优化。与现有的启发式算法相比,RADIX-2r具有最短的加法器深度,因此在速度和功率方面具有最佳效果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Radix-2r arithmetic for FIR filter design optimization
Finite impulse response (FIR) filtering is an ubiquitous operation in digital signal processing systems. It is generally implemented in full-custom style due to the high-speed and low-power design requirements. The hardware design of a FIR filter is mainly dominated by the multiplier block, which is generally implemented as a network of adders, subtractors and shifters for more efficiency in speed and power. In a recent work, a fully predictable and sublinear runtime heuristic for the multiplication by a constant has been developed. It is called RADIX-2r. In this paper, RADIX-2r is applied to the FIR filter design optimization. In comparison to the existing heuristics, RADIX-2r exhibits the shortest adder-depth, leading therefore to the best results in speed and power.
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