快速添加BCD的建议

D. Sengupta, Mahamuda Sultana, A. Chaudhuri
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引用次数: 1

摘要

在过去的十年中,随着IEEE 754-2008中十进制浮点格式的引入,十进制算术硬件研究得到了惊人的发展。“加法”作为一种原始的算术运算,已经吸引了许多涉及8421标准BCD代码以及非标准十进制数字表示代码(4221,5211等)的文献建议。本文重点介绍了定点加法,并介绍了两种十进制加法器的设计;设计D1和D2。D1展示了一种新颖的个位数快速BCD加法器,将两个个位数BCD操作数相加,产生有效的双BCD结果。D1级联形成D2,生成两个16位操作数的全字加法器。D1理论上落后于传统的BCD加法器仅三个门电平延迟,而D2从根本上优于传统的对应物。我们进行了理论逻辑级延迟计算和FPGA实现,以支持理论结果。D2与一位文学同行进行了比较,发现他表现优异。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Proposal for fast BCD addition
Decimal Arithmetic Hardware Research accelerated phenomenally in the last decade with introduction of Decimal Floating Point formats in IEEE 754–2008. ‘Addition’ being one of the primitive arithmetic operations has attracted numerous literary proposals involving the 8421 standard BCD code as well as nonstandard decimal digit representation codes (4221, 5211 etc.). This paper concentrates on Fixed Point Addition and introduces two decimal adder designs; Design D1 and D2. D1 exhibits a novel Single Digit Fast BCD Adder adding two single digit BCD operands generating a valid double BCD result. Cascade of D1 forms D2, generating Two 16 Digit Operand Word Wide Adder. D1 theoretically lags behind the conventional BCD Adder by mere three gate level delays whereas D2 radically outperforms the conventional counterpart. We have performed theoretical logic level delay calculations and FPGA implementations which supporting the theoretical results. D2 has been compared with a literary counterpart and found to excel.
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