Optimal combination of dedicated multiplication blocks and adder trees schemes for optimized radix-2m array multipliers realization

A. Martins, M. Fonseca, E. Costa
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引用次数: 5

Abstract

In this paper, we seek the optimal combination of dedicated radix-2m multiplication blocks, and adder trees schemes for the realization of optimized radix-2m array multipliers. The operands of the multipliers are generated by 2's complement radix-4, radix-16, radix-256, and radix-65536 dedicated multiplication blocks. The operands are added using different adder trees schemes such as Wallace, RBA, and compressors. The number of operands defines the amount of adders blocks used in the addition tree of the array multiplier. The logic synthesis was realized using Cadence Encounter RTL Compiler tool with Nangate 45nm Open Cell library. Area, delay and power consumption results are presented for the synthesized proposed multipliers. As will be presented, the combination of radix-4 or radix-16 dedicated multiplication block and multi-operand adder tree schemes yields the best power - performance results in the radix-2m array multipliers.
专用乘法块和加法树方案的优化组合,用于优化基数-2m阵列乘法器的实现
在本文中,我们寻求专用的基数-2m乘法块和加法树方案的最优组合,以实现优化的基数-2m数组乘法器。乘数的操作数由2的补数基数-4、基数-16、基数-256和基数-65536专用乘法块生成。操作数的添加使用不同的加法器树方案,如Wallace、RBA和压缩器。操作数的数量定义了数组乘数的加法树中使用的加法器块的数量。利用Cadence Encounter RTL编译工具和Nangate 45nm Open Cell库实现逻辑合成。给出了所提出的综合乘法器的面积、延迟和功耗结果。如前所述,基数为4或基数为16的专用乘法块和多操作数加法器树方案的组合在基数为2m的阵列乘法器中产生最佳的功率性能结果。
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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