Implementation of high-performance and highly efficient computational modules using binary tree structures at the device level

R. Krishnan
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Abstract

A novel approach to build a full-adder circuit is presented using the modified binary tree. In this approach, the full adder can take only 15 transistors. In the residue-number-system-based digital signal processing architectures, look-up tables are an important computational element. Using the modified binary tree, an efficient row/column decoder is proposed for the look-up table implementation. It is observed that the look-up table based on the conventional approach occupies 26% more area and takes 1.5 ns more access time than the look-up table based on the modified binary tree.<>
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在设备级使用二叉树结构实现高性能和高效率的计算模块
提出了一种利用改进二叉树构造全加法器电路的新方法。在这种方法中,一个完整的加法器只需要15个晶体管。在基于残数系统的数字信号处理体系结构中,查找表是一个重要的计算元素。利用改进的二叉树,提出了一种高效的行/列解码器用于查找表的实现。结果表明,与基于改进二叉树的查找表相比,基于传统方法的查找表占用的面积增加了26%,访问时间增加了1.5 ns。
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