带近似压缩器的高阶乘法器设计

M. M. Dominic Savio, T. Deepa
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引用次数: 4

摘要

近年来,不精确乘法器在图像处理中的应用得到了广泛的研究;这种不精确的乘数是通过压缩机实现的。对于乘法宽度较大时的不精确乘法,采用更高的压缩加法器来缩短约简阶段。基于真值表、K-map的高压缩近似是不可能实现的。本文设计了8:2的压缩器,并提出了一种新的近似比较技术。在16x16乘法器中使用了所提出的8:2压缩器,并与现有乘法器进行了比较。该压缩机具有面积小、功率小、时延低等优点。比较了误差距离(ED)和归一化误差距离(NED)的另一个性能特性。将所提出的乘法器用于图像乘法,然后比较了PSNR。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of Higher Order Multiplier with Approximate Compressor
In recent years imprecise multiplier has been widely studied for image processing applications; this imprecise multiplier is done through compressors. For imprecise multiplication when the multiplication width is large then higher compressor adders are used to reduce the reduction stage. The challenging task in higher compressor approximation via truth table, K-map is impossible. In this paper, the 8:2 compressor is designed and a novel comparison technique is developed for approximation. The proposed 8:2 compressor is used in 16x16 multiplier and compared with existing multiplier. The new novel compressor is efficient in area, power, and delay. Another performance characteristic of error distance (ED) and normalized error distance (NED) is compared between related works. The proposed multiplier used in image multiplication then the PSNR is compared.
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