并行FIR滤波器在CMOS实现中的权衡和其他挑战

K. Kubiak, R. Dlugosz
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引用次数: 2

摘要

介绍了有限脉冲响应(FIR)滤波器的硬件实现方法。考虑到其功能,FIR滤波器只需要对延迟线上的信号样本进行简单的算术运算,如乘法、加法和移位。在将其作为假设信号并行处理的设备实现的情况下,主要挑战之一是滤波器系数块的有效实现。这尤其适用于高阶N滤波器和处理信号和滤波器系数的相对高分辨率(以位为单位)。当目标是达到高滤波器选择性时,即频率响应的停止带的衰减和瞬态带的陡峭度,滤波器系数通常也需要高分辨率。在本文中,我们分析了数据速率、占用的芯片面积(晶体管数量)、控制块的简单性以及能耗等参数之间的权衡。我们研究了实现这种滤波器的可能方法,特别是在系数块的复杂性方面。其中一个关键的可能性是使用至少部分异步信号处理,这对电路结构和数据速率的复杂性有重大影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Trade-offs and Other Challenges in CMOS Implementation of Parallel FIR Filters
The paper presents methods of implementing finite impulse response (FIR) filters in hardware. Considering their functioning, FIR filters require only simple arithmetic operations such as multiplication, addition and shifting of signal samples in the delay line. In the case of their implementation as a device in which parallel processing of signals is assumed, one of the main challenges is an efficient implementation of the block of filter coefficients. This applies in particular to high order, N filters and a relatively high resolution (in bits) of the processed signals and filter coefficients. When the objective is to reach a high filter selectivity, understood as the attenuation in the stop band and the steepness in the transient band of the frequency response, the filter coefficients usually also require high resolutions. In the presented work we perform an analysis of trade-offs between such parameters as data rate, occupied chip area (number of transistors), simplicity of the control block as well as energy consumption. We investigate possible approaches to the implementation of such filters, particularly in terms of the complexity of the block of coefficients. One of the key possibilities is the use of at least partially asynchronous signal processing, which has a significant impact on the complexity of the circuit structure and data rates.
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