一个紧凑的54/spl倍/54位乘法器与改进的华莱士树结构

N. Itoh, Y. Naemura, H. Makino, Y. Nakase
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引用次数: 2

摘要

随着多媒体应用的普及,计算机越来越需要高速浮点(FP)处理来实现三维计算机图形(3DCG)。在各种FP构造中,FP乘法在速度和面积上都是至关重要的。高速乘法器(MPY)通常采用华莱士树方法。然而,这种方法需要复杂的布局,增加了设计成本和芯片面积。我们提出了一种新的华莱士树的施工方法,它以简单的布局减少了面积。本文介绍了一种新方法及其在54/ sp1倍/54位MPY设计中的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A compact 54/spl times/54-bit multiplier with improved Wallace-tree structure
As multimedia applications become popular, computers increasingly require high-speed floating point (FP) processing for three-dimension computer graphics (3DCG). Among various FP constructions, the FP multiplication is critical in both speed and area. The high-speed multiplier (MPY) frequently adopts the Wallace-tree method. However, this method requires complicated layout which increases the design cost and the chip area. We propose the new construction method of Wallace-tree which reduces the area with a simple layout. This paper describes a new method and its application to a 54/spl times/54-bit MPY design.
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