一种直接生成部分产品的四元乘法器的VLSI设计

O. Ishizuka, Akihiro Ohta, K. Tanno, Zheng Tang, D. Handoko
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引用次数: 25

摘要

本文提出了一种新型的四元乘法器的VLSI设计,该乘法器采用了基数-4冗余数系统直接生成部分积。该乘法器结构简单、规则,适合大规模集成电路的实现。乘法器中的部分乘积作为对应值0到9产生,并由简单的CMOS电流模电路实现。为了在乘法器中添加部分乘积,我们引入了冗余多值加法器(RMA)。RMA可以使两个冗余数相加,不需要进行进位传播。最后一级加法的结果数也是冗余的。我们使用高速四元前移加法器(QCLA)将冗余数转换为非冗余数。与日本东京大学VLSI设计与教育中心合作,制作了CMOS 4/ sp1倍/4位四位数乘法器芯片。乘法器的芯片和核心尺寸分别为2.3/spl倍/2.3 mm/sup 2/和1.5/spl倍/1.6 mm/sup 2/,采用1.5/spl mu/m工艺。本文还讨论了采用0.8 /spl mu/m技术的16/spl倍/16位四位数乘法器的版图设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
VLSI design of a quaternary multiplier with direct generation of partial products
This paper presents the VLSI design of a novel quaternary multiplier with direct generation of partial products using a radix-4 redundant number system. The structure of the multiplier is so simple and regular that it is suitable for VLSI implementation. Partial products in the multiplier are generated as the corresponding value 0 to 9 and are implemented by simple CMOS current-mode circuits. To add partial products in the multiplier, we introduce a redundant multi-valued adder (RMA). The RMA can add two redundant numbers without carry propagation. The resulting numbers in the final level of additions are also redundant. We use a high speed quaternary carry-lookahead adder (QCLA) to convert a redundant number into a non-redundant number. The chip of a CMOS 4/spl times/4-digit quaternary multiplier is fabricated in cooperation with the VLSI Design and Education Center of Tokyo University, Japan. The chip and core sizes of the multiplier are 2.3/spl times/2.3 mm/sup 2/ and 1.5/spl times/1.6 mm/sup 2/, respectively with 1.5 /spl mu/m technology. The layout design of a 16/spl times/16-digit quaternary multiplier with 0.8 /spl mu/m technology is also discussed for the practical use.
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