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High-speed area-efficient multiplier design using multiple-valued current-mode circuits

机译:使用多值电流模式电路的高速高效面积乘法器设计

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摘要

Presents a very-large-scale-integration (VLSI)-oriented high-speed multiplier design method based on carry-propagation-free addition trees and a circuit technique, so-called multiple-valued current-mode (MVCM) circuits. The carry-propagation-free addition method uses a redundant digit set such as /spl lcub/0,1,2,3/spl rcub/ and /spl lcub/0,1,2,3,4/spl rcub/. The number representations using such redundant digit sets are called redundant positive-digit number representations. The carry-propagation-free addition is written by three steps, and the adder can be designed directly and efficiently from the algorithm using MVCM circuits. The designed multiplier internally using the MVCM parallel adder with the digit set /spl lcub/0,1,2,3/spl rcub/ in radix 2 has attractive features on speed, regularity of the structure, and reduced complexities of active elements and interconnections. A prototype CMOS integrated circuit of the MVCM parallel adder has been implemented, and its stable operation has been confirmed. Other possible schemes of multipliers with redundant digit sets using MVCM technology are discussed.
机译:提出了一种基于超大规模集成(VLSI)的高速乘法器设计方法,该方法基于无进位传播加法树和一种电路技术,即所谓的多值电流模式(MVCM)电路。无进位传播加法使用冗余数字集,例如/ spl lcub / 0,1,2,3 / spl rcub /和/ spl lcub / 0,1,2,3,4 / spl rcub /。使用这种冗余数字集的数字表示称为冗余正数字表示。无进位传播加法分为三个步骤,可以使用MVCM电路从算法中直接有效地设计加法器。内部使用MVCM并行加法器和基数2中的数字集/ spl lcub / 0,1,2,3 / spl rcub /设计的乘法器在速度,结构规则性以及降低了有源元件和互连的复杂性方面具有吸引人的功能。 MVCM并行加法器的原型CMOS集成电路已经实现,并且已经确认其稳定的操作。讨论了使用MVCM技术的具有冗余数字集的乘法器的其他可能方案。

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