Design of radix-4 squaring circuit using dual recoding technique

A. Bhagat, S. Hajare, P. Dakhole
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Abstract

Squaring circuits are among the fundamental components of digital system and hence power consumption, speed and area are prime concern. Today every circuit has to face many power consumption issue portable devices and its application such computer application aiming at large battery life and reliability that are too complex. Larger design requires more area and consumes more power. As for getting all these requirements, radix-4 squaring operation implemented by multiplier followed by truncation circuit. The theory of operation of circuit is described including radix-4 operand dual recoding. Dual recoding reward non negative partial squares and other features which simplify the design of approximate squaring circuit. Clearly the approach described in this work allows for improvement in various applications. Results of design on Tanner Tool in terms of delay, power and area in 180nm technology are presented and analyzed with conventional multiplier. The radix-4 approximate squaring circuit is shown to be efficient than a radix-2 state of art binary squaring circuit.
基于双重编码技术的基数4平方电路设计
平方电路是数字系统的基本组成部分之一,因此功耗、速度和面积是主要关注的问题。如今,每一个电路都面临着许多功耗问题,便携式设备及其应用,如针对大电池寿命和可靠性的计算机应用,都过于复杂。更大的设计需要更大的面积和消耗更多的功率。为了得到所有这些要求,通过乘法器和截断电路实现基数-4的平方运算。介绍了该电路的工作原理,包括基数-4操作数对偶编码。双编码奖励非负偏平方等特点,简化了近似平方电路的设计。显然,本工作中描述的方法允许在各种应用程序中进行改进。介绍了180nm工艺下Tanner Tool在时延、功耗、面积等方面的设计结果,并用传统乘法器进行了分析。以基数为4的近似平方电路比以基数为2的二进制平方电路更有效。
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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