Design and performance analysis of multipliers using Kogge Stone Adder

A. Raju, Sudhir Kumar Sa
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引用次数: 10

Abstract

Adders are known to have being frequently used in VLSI designs. This work deals with the designing and implementing multipliers using the underlying principle of parallel prefix adders. We are looking for less delay specific multiplier, so among the prominent PPA's like Kogge Stone Adder(KSA), Sparse Kogge Stone Adder(SKSA), Brent Kung Adder(BKA) and Lander Fischer Adder(LFA), we choose to implement the fastest PPA, i.e., KSA to get a comparative idea about the performance of four different multipliers namely; Binary multiplier, Braun Multiplier, Yedic Multiplier and Baugh Wooley Multiplier. Further the synthesis and simulation results reveal better idea about the proposed multipliers by giving an in depth view of their area, delay and power. A brief discussion about the application of the above is done. We have used Cadence Software and TSMC 180 nm technology.
Kogge Stone加法器乘法器的设计与性能分析
众所周知,加法器经常用于VLSI设计。这项工作涉及使用并行前缀加法器的基本原理设计和实现乘法器。我们正在寻找延迟较小的乘法器,因此在Kogge Stone Adder(KSA), Sparse Kogge Stone Adder(SKSA), Brent Kung Adder(BKA)和Lander Fischer Adder(LFA)等著名的PPA中,我们选择实现最快的PPA,即KSA,以比较四种不同乘法器的性能,即;二进制乘数,布朗乘数,耶迪克乘数和鲍伍利乘数。此外,综合和仿真结果通过对其面积,延迟和功率的深入观察,揭示了所提出的乘法器的更好的想法。对上述方法的应用作了简要讨论。我们采用了Cadence软件和台积电180纳米技术。
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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