吠陀除法-一种用于VLSI应用的高性能计算算法

Soma BhanuTej
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引用次数: 12

摘要

吠陀数学是吠陀四经(智慧之书)的一部分。它是《萨帕提亚吠陀》(关于土木工程和建筑的书)的一部分,是阿闼婆吠陀的upa-veda(补充)。它涵盖了几个现代算术术语的解释。本文采用Parvartya yojayet算法开发了一种高性能的分法器,并对吠陀分法器和传统分法器进行了静态时序分析。利用32nm标准单元库合成了一种经过功能测试的32位除法和16位除法二进制韦达除法,与传统除法相比,功耗节省约109mW,速度比传统除法快约7倍,占地面积小约13倍。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Vedic divider - A high performance computing algorithm for VLSI applications
Vedic mathematics is part of four Vedas (books of wisdom). It is part of Sthapatya Veda (book on civil engineering and architecture), an upa-veda (supplement) of Atharva Veda. It covers explanation of several modern arithmetical terms. In this paper the Parvartya yojayet algorithm is applied to develop a high performance divider and static timing analysis is done on vedic divider and conventional divider. A functionally tested 32-bit dividend and 16-bit divisor binary Vedic divider was synthesized using 32nm standard cell libraries has power saving of the order of ~109mW in comparison to conventional divider and speed of vedic divisor is ~7 times faster and area occupied is ~13 times lesser than conventional divider.
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