Combination of radix-2m multiplier blocks and adder compressors for the design of efficient 2's complement 64-bit array multipliers

L. Z. Pieper, E. Costa, J. Monteiro
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引用次数: 9

Abstract

This paper addresses the design of efficient 2's complement 64-bit array multipliers. We propose the combination of radix-2m dedicated multiplier blocks and adder compressors that leads to the reduction of partial product lines, and hence to the higher performance and least power consumption. The flexibility of the architecture allows for the easy construction of multipliers for different values of m. With the use of optimized radix-2m dedicated multiplication blocks the multiplication can be naturally extended up for radix-256 multiplication. Since in the radix-2m multiplier the number of partial lines is reduced, by the multiplication of m bits at a time, we have used a combination of 4:2, 8:2 and 16:2 adder compressors in order to speed-up the addition of the simultaneous operands. We present results of area, delay and power consumption by using SIS and SLS (Switch Level Simulator) tools. The results show that combining the use of dedicated multiplier modules with adder compressors the radix-2m array multipliers are more efficient in terms of delay and power consumption when compared with both a Radix-2m array multiplier with Ripple Carry Adders (RCA) in the partial product lines, previously presented in literature, and the Modified Booth multiplier.
结合基数-2m乘法器块和加法器压缩器设计高效的2补位64位数组乘法器
本文讨论了高效的2补位阵列乘法器的设计。我们建议将radix-2m专用乘法器块和加法器压缩机相结合,从而减少部分产品线,从而实现更高的性能和最低的功耗。架构的灵活性允许为不同的m值轻松构建乘法器。通过使用优化的基数-2m专用乘法块,乘法可以自然地扩展到基数-256乘法。由于在基数-2m乘法器中,部分行数减少了,每次乘以m位,我们使用了4:2,8:2和16:2加法器压缩器的组合,以加速同时操作数的加法。我们给出了使用SIS和SLS(开关电平模拟器)工具的面积、延迟和功耗的结果。结果表明,结合使用专用乘法器模块和加法器压缩器,与先前文献中介绍的部分产品线中带有纹波进位加法器(RCA)的radix-2m阵列乘法器和改进的Booth乘法器相比,radix-2m阵列乘法器在延迟和功耗方面更有效。
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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