使用混合二进制编码十进制(BCD)码的并行十进制乘法器

Xiaoping Cui, Weiqiang Liu, Dong Wenwen, F. Lombardi
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引用次数: 9

摘要

本文提出了一种并行十进制乘法器,主要利用冗余BCD超3码(XS-3)、过载十进制数集码(ODDS)和BCD-4221/5211码这三种不同的BCD码的特性来提高乘法器的性能,因此这种设计称为混合式乘法器。用数字集{- 5,5}的带符号数基数-10编码和冗余的BCD excess-3 (XS-3)表示法生成部分积(PP)。提出了一种新的十进制偏积约简(PPR)树,它由一个二进位PPR树块、一个不固定大小的BCD-4221计数器校正块和一个BCD-4221/5211十进制PPR树块组成。使用逻辑努力模型和45纳米技术进行分析和比较表明,与技术文献中先前的设计相比,所提出的十进制乘法器速度更快。
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A Parallel Decimal Multiplier Using Hybrid Binary Coded Decimal (BCD) Codes
A parallel decimal multiplier is proposed in this paper to improve performance by mainly exploiting the properties of three different binary coded decimal (BCD) codes, namely the redundant BCD excess-3 code (XS-3), the overloaded decimal digit set (ODDS) code and BCD-4221/5211 code, hence this design is referred to as hybrid. The signed-digit radix-10 recoding with the digit set {-5, 5} and the redundant BCD excess-3 (XS-3) representations are used for partial product (PP) generation. In this paper, a new decimal partial product reduction (PPR) tree is proposed, it consists of a binary PPR tree block, a nonfixed size BCD-4221 counter correction block and a BCD-4221/5211 decimal PPR tree block. Analysis and comparison using the logical effort model and 45 nm technology show that the proposed decimal multiplier is faster compared with previous designs found in the technical literature.
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