Uncommitted logic array which provides cost-effective multiplication even for long words

J. Gosling, D. Kinniment, D. Edwards
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引用次数: 4

Abstract

Large-scale integration has permitted the design of 4×4, 8×8 and even 16×16 multiplier systems on a single chip. This paper discusses methods of multiplication and identifies a method which is particularly suited to bit-slice integration and the multiplication of longer words such as 64 × 64 bits. A 2-bit slice has been designed on an uncommitted logic array, and these have been built into and tested in a 16 × 16 bit system. The results of the experiment are reported, and extrapolation from these show that a 64 × 64 bit multiplier can be built with 71 integrated-circuit chips to provide a multiplication time of less than 290 ns. Other developments are indicated which show that a reduction of these figures to 56 chips and 115 ns can be achieved. An alternative design using the same u.l.a. is found to be more expensive at 128 chips, but enables the time to be reduced to 80 ns. A number of other multipliers are also discussed, several of which would be an economical proposition as a high-performance add-on unit for many mini- and microcomputers. However, the u.l.a. design proposed here is found to be the most cost-effective system.
未提交的逻辑数组,即使对长单词也提供经济有效的乘法
大规模集成允许在单个芯片上设计4×4, 8×8甚至16×16乘法器系统。本文讨论了乘法的方法,确定了一种特别适合于位片积分和64 × 64位等较长字的乘法的方法。在一个未提交的逻辑阵列上设计了一个2位的切片,并在一个16 × 16位的系统中进行了测试。实验结果表明,使用71个集成电路芯片可以构建64 × 64位乘法器,乘法时间小于290 ns。其他的发展表明,这些数字减少到56个芯片和115 ns可以实现。使用相同u.l.a.的替代设计在128个芯片上更昂贵,但可以将时间缩短到80 ns。还讨论了其他一些乘数器,其中一些乘数器作为许多小型和微型计算机的高性能附加单元是一个经济的主张。然而,这里提出的洛杉矶设计被认为是最具成本效益的系统。
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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