用双轨逻辑实现正则三元逻辑函数

Y. Iguchi, M. Matsuura, Tsutomu Sasao, Atsumu Iseno
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引用次数: 8

摘要

在逻辑仿真中,我们经常需要在存在未知输入的情况下评估逻辑函数。然而,朴素方法经常产生不正确的值。在这些情况下,我们可以通过计算常规三元逻辑函数而不是切换函数来产生正确的值。本文提出了一种利用双轨道逻辑实现正则三元逻辑函数的方法。这种实现需要O(2/sup n//n)个逻辑单元,并且需要O(n)个时间来模拟n个变量的逻辑函数。我们展示了一个比软件模拟快100倍的FPGA实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Realization of regular ternary logic functions using double-rail logic
In logic simulation, we often have to evaluate logic functions in the presence of unknown inputs. However, the naive method often produces incorrect values. In these cases, we can produce correct values by evaluating regular ternary logic functions instead of switching functions. This paper proposes a realization of regular ternary logic functions by using double-rail logic. This implementation requires O(2/sup n//n) logic cells, and O(n) time to simulate an n-variable logic function. We showed an FPGA realization that is about 100 times faster than software simulation.
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