基于备选BCD编码的基数-10 SRT除法器

Álvaro Vázquez, E. Antelo, P. Montuschi
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引用次数: 29

摘要

本文提出了一种基于SRT逐位非恢复算法的基数-10浮点除法的算法和结构。该算法使用传统的技术来加速基数-2k除法,如有符号数字冗余商和通过使用部分余数的免进位估计进行常数比较的数字选择。为了优化十进制的面积和延迟,我们包含了一些新功能,例如使用替代BCD编码来表示十进制操作数,通过截断十进制数字内任何二进制位置进行估计,用于部分余数计算的单个定制快速进位传播十进制加法器,初始奇倍数生成和最终四舍五入归一化,以及利用先进的高fanin多路锁存电路的寄存器放置。粗略的面积延迟估计表明,所提出的分频器具有类似的延迟,但比最近发布的高性能数位分频器具有更低的硬件复杂性(1.3面积比)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A radix-10 SRT divider based on alternative BCD codings
In this paper we present the algorithm and architecture a radix-10 floating-point divider based on an SRT non-restoring digit-by-digit algorithm. The algorithm uses conventional techniques developed to speed-up radix-2k division such as signed-digit (SD) redundant quotient and digit selection by constant comparison using a carry-save estimate of the partial remainder. To optimize area and latency for decimal, we include novel features such as the use of alternative BCD codings to represent decimal operands, estimates by truncation at any binary position inside a decimal digit, a single customized fast carry propagate decimal adder for partial remainder computation, initial odd multiple generation and final normalization with rounding, and register placement to exploit advanced high fanin mux-latch circuits. The rough area-delay estimations performed show that the proposed divider has a similar latency but less hardware complexity (1.3 area ratio) than a recently published high performance digit-by-digit implementation.
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