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An Efficient Implementation of Radix-4 Integer Division Using Scaling

机译:使用缩放的Radix-4整数除法的有效实现

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This paper presents the design of a radix-4, 32-bit integer divider that uses a recursive, non-restoring division algorithm. The primary focus for this design is on high-speed operation while maintaining low power consumption. In addition, scaling is utilized within the quotient-selection table to reduce the size of the quotient selection. This implementation accepts 32-bit unsigned integers as input, and returns the quotient, remainder, and a special case divide-by-zero flag. Estimates for area, delay, and power consumption are given for this design implemented in IBM/GF 32nm SOI technology. Moreover, gated registers are utilized to reduce the energy footprint. The results are compared to similar Synopsys DesignWare dividers.
机译:本文介绍了采用递归,非恢复除法算法的基数为4的32位整数除法器的设计。此设计的主要重点是在保持低功耗的同时实现高速操作。另外,在商选择表中利用缩放来减小商选择的大小。此实现接受32位无符号整数作为输入,并返回商,余数和特殊情况的被零除标志。对于在IBM / GF 32nm SOI技术中实现的该设计,给出了面积,延迟和功耗的估计。此外,门控寄存器用于减少能耗。将结果与类似的Synopsys DesignWare分频器进行比较。

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