元胞故障模型中开关格的可测试性

A. Bernasconi, Valentina Cieiani, L. Frontini
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引用次数: 2

摘要

开关晶格是在其单元中实现的四端开关的二维阵列。每台交换机与4个邻居相连,当交换机处于ON状态时与4个邻居相连,当交换机处于OFF状态时断开。最近,随着各种基于规则开关阵列的新兴纳米级技术的出现,最初由Akers于1972年引入的多端开关晶格重新引起了人们的兴趣。本文定义并分析了开关格在元胞故障模型下的可测试性。此外,还讨论了提高晶格可测试性的一些技术,并进行了实验评价。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Testability of Switching Lattices in the Cellular Fault Model
A switching lattice is a two-dimensional array of four-terminal switches implemented in its cells. Each switch is linked to the four neighbors and is connected with them when the switch is ON, or is disconnected when the switch is OFF. Recently, with the advent of a variety of emerging nanoscale technologies based on regular arrays of switches, lattices of multi-terminal switches, originally introduced by Akers in 1972, have found a renewed interest. In this paper, the testability under the Cellular Fault Model (CFM) of switching lattices is defined and analyzed. Moreover, some techniques for improving the testability of lattices are discussed and experimentally evaluated.
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