用于非常密集的Lukasiewicz逻辑阵列的面积高效隐含电路

J. W. Mills
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引用次数: 11

摘要

一种用于负蕴涵的单二极管电路由12晶体管卢卡谢维奇蕴涵电路衍生而来。推导还产生了一个可调的三晶体管隐含电路,其最大误差小于满量程的1%。提出了两种卢卡谢维奇逻辑阵列,它们使用面积有效的实现一二极管和三晶体管隐含电路。非常密集的二极管塔LLA在一个以前容纳92个信号的区域包含36000个信号;三晶体管LLA包含了1990年的含义。这两种lla都将IC封装上每个引脚的输入数量增加了一倍。非常密集的lla使基于lla的架构变得实用。作为一个例子,描述了一个在15ns内检测边缘的LLA视网膜。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Area-efficient implication circuits for very dense Lukasiewicz logic arrays
A one-diode circuit for negated implication is derived from a 12-transistor Lukasiewicz implication circuit. The derivation also yields an adjustable three-transistor implication circuit with maximum error less than 1% of full scale. Two Lukasiewicz logic arrays are proposed that use area-efficient implementations of the one-diode and three-transistor implication circuits. The very dense diode-tower LLA contains 36000 implications in an area that previously held 92 implications; the three-transistor LLA contains 1990 implications. Both LLAs double the number of inputs per pin on the IC package. Very dense LLAs make LLA-based architectures practical. As an example, an LLA retina that detects edges in 15 ns is described.<>
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