Fast radix-4 retimed division with selection by comparisons

E. Antelo, T. Lang, P. Montuschi, A. Nannarelli
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引用次数: 10

Abstract

Since a large portion of the critical path in an implementation of radix-4 division corresponds to the delay of the quotient-digit selection module, it is of interest to reduce this delay. The proposal of this paper extends the approach presented recently of prestoring the selection constants corresponding to the actual value of the divisor and to perform the determination of the quotient digit by carry-free subtraction and sign detection. This extension consists in advancing the subtraction so that it is outside of the critical path. This advancement also provides the possibility of placing the registers so as to minimize the cycle time. We present the method and report results of synthesis using a family of standard cells. We conclude that the extension results in a speedup of 1.35 with respect to the basic implementation and of 1.3 with respect to the previously mentioned approach. We estimate that the areas of all three units are about the same.
快速基数-4重新计时除法与选择比较
由于在基数-4除法的实现中,关键路径的很大一部分对应于商数选择模块的延迟,因此减少这种延迟是很有意义的。本文扩展了最近提出的保留与除数实际值对应的选择常数的方法,并通过无进位减法和符号检测来确定商数。这个扩展包括推进减法,使其在关键路径之外。这一进步也提供了放置寄存器的可能性,以尽量减少周期时间。我们提出的方法和报告的结果合成使用一个家族的标准细胞。我们得出的结论是,与基本实现相比,扩展的速度提高了1.35,与前面提到的方法相比,速度提高了1.3。我们估计这三个单元的面积大致相同。
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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