高速低功率基数4近似展位乘法器

N. Varghese, Swaminadhan Rajula
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引用次数: 4

摘要

许多应用程序,如图像处理和乘法器,在其基础计算中对不精确或近似具有弹性。这就是近似计算的基本概念。由此导致的输出质量下降可以用来开发更节能和高性能的硬件系统。在这种情况下,近似电路设计是一种新兴的范式,最近受到了相当多的研究关注。许多应用程序,如信号处理和图像处理需要在其核心操作系统中使用乘法器。乘法器的基本目标是它必须具有高效率的功率和高速运行。目的是设计最好的基数4展位乘数使用近似计算。本文提出的工作是对近似加法器设计中一种精确可配置加法器(ACA)的扩展应用。本文提出了一种基数为4的近似展位乘法器应用,与之前的近似展位乘法器方法相比,该应用在功率、速度和精度方面都有显著提高。与传统的基数4展台乘法器进行比较,功率和延迟分别降低72%和17%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
High Speed Low Power Radix 4 Approximate Booth Multiplier
Many applications such as image processing and multipliers are resilient to inexactness or approximations in their underlying computations. This is the basic concept of approximate computation. The resulting degradation in output quality can be traded off to develop more energy efficient and high performance hardware systems. In this context, approximate circuit design is an emerging paradigm that has recently received considerable research attention. Many applications such as signal processing and image processing requires the use of multipliers in its core operating system. The fundamental objective of a multiplier is that it must be efficient in power and operate at high speed. The aim is to design the best possible radix 4 booth multiplier using approximate computing. The work proposed in this paper is an extended application to an existing and recent work in approximate adder design SARA which is an Accuracy Configurable Adder (ACA). A radix 4 approximate booth multiplier application is proposed in this paper which has significant improvement in power, speed and accuracy compared to the earlier approaches in approximate booth multipliers. The comparison is performed with the conventional radix 4 booth multiplier and there is a 72% and 17% reduction in power and delay respectively.
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