High Speed Modified Booth Encoder Multiplier for Signed and Unsigned Numbers

Ravindra P. Rajput, M. Swamy
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引用次数: 68

Abstract

This paper presents the design and implementation of signed-unsigned Modified Booth Encoding (SUMBE) multiplier. The present Modified Booth Encoding (MBE) multiplier and the Baugh-Wooley multiplier perform multiplication operation on signed numbers only. The array multiplier and Braun array multipliers perform multiplication operation on unsigned numbers only. Thus, the requirement of the modern computer system is a dedicated and very high speed unique multiplier unit for signed and unsigned numbers. Therefore, this paper presents the design and implementation of SUMBE multiplier. The modified Booth Encoder circuit generates half the partial products in parallel. By extending sign bit of the operands and generating an additional partial product the SUMBE multiplier is obtained. The Carry Save Adderr (CSA) tree and the final Carry Look ahead (CLA) adder used to speed up the multiplier operation. Since signed and unsigned multiplication operation is performed by the same multiplier unit the required hardware and the chip area reduces and this in turn reduces power dissipation and cost of a system.
高速修改摊位编码器乘法器为有符号和无符号的数字
本文介绍了一种有符号-无符号修正布斯编码(SUMBE)乘法器的设计与实现。目前的修正布斯编码(MBE)乘法器和Baugh-Wooley乘法器只对有符号数进行乘法运算。数组乘法器和布劳恩数组乘法器只对无符号数执行乘法运算。因此,现代计算机系统的要求是为有符号数和无符号数提供一个专用的、非常高速的唯一乘法器。因此,本文提出了SUMBE乘法器的设计与实现。改进的Booth编码器电路并联产生一半的局部产品。通过扩展操作数的符号位并产生一个额外的部分积,得到了SUMBE乘法器。进位保存加法器(CSA)树和最后的超前进位加法器(CLA)用于加速乘法器操作。由于有符号和无符号乘法运算由相同的乘法器单元执行,所需的硬件和芯片面积减少,这反过来又降低了系统的功耗和成本。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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