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A novel implementation of radix-4 floating-point division/square-root using comparison multiples

机译:使用比较倍数的radix-4浮点除法/平方根的新颖实现

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A new implementation for minimally redundant radix-4 floating-point SRT div/sqrt (division/square-root) with the recurrence in the signed-digit format is introduced. The implementation is developed based on the comparison multiples idea. In the proposed approach, the magnitude of the quotient (root) digit is calculated by comparing the truncated partial remainder with 2 limited precision multiples of the divisor (partial root). The digit sign is determined by investigating the polarity of the truncated partial remainder. A timing evaluation using the logical synthesis (Synopsys DC with Artisan 0.18 μm typical library) shows a latency of 2.5 ns for the recurrence of the proposed div/sqrt. This is less than of the conventional implementation.
机译:引入了一种新的实现,该实现具有最小冗余的基数4浮点SRT div / sqrt(除法/平方根),并且以数字符号格式重复出现。该实现是基于比较倍数的思想开发的。在提出的方法中,商(根)数字的大小是通过将截短的部分余数与除数(部分根)的2个有限精度倍数进行比较来计算的。通过研究截短的部分余数的极性来确定数字符号。使用逻辑综合(具有Artisan 0.18μm典型库的Synopsys DC)进行的时序评估显示,所提出的div / sqrt的重复时间为2.5 ns。这小于常规实施方式。

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