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Design For Testability of QCA Logic under Stuck-at-value Fault Model

机译:卡在值故障模型下的QCA逻辑可测试性设计

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Quantum Dot Cellular Automata (QCA) has recently attracted interest as an alternate logic paradigm. Though QCA has demonstrated functional enhancement with respect to CMOS logic, its fabrication is yet ill defined and prone to manufacturing defects. In this regard we present a comprehensive Design for Testability of combinational QCA logic irrespective of size and complexity. We show that by adopting the AND-OR design scheme, and introducing a block of 'Test Enable' Majority Voters inserted between inputs to the AND-OR block and the literal outputs of the inverting block with primary inputs, any logic is fully testable with only two test vectors. In hierarchical design, cascading individual modules reduces the observability of the fault. We address this issue and propose a single fault propagation path to detect any fault otherwise masked by the modular nature of the original logic. To verify our approach we use a modular 4-bit adder.
机译:量子点元胞自动机(Quantum Dot Cellular Automata,QCA)作为替代逻辑范式最近引起了人们的兴趣。尽管QCA已展示出相对于CMOS逻辑的功能增强,但其制造尚不明确,并容易产生制造缺陷。在这方面,我们提出了组合QCA逻辑的可测试性的全面设计,而与大小和复杂性无关。我们表明,通过采用“与或”设计方案,并在“与”或模块的输入与具有主输入的反相模块的文字输出之间插入一个“测试使能”多数选民模块,任何逻辑都可以用只有两个测试向量。在分层设计中,级联单个模块会降低故障的可观察性。我们解决了这个问题,并提出了一条单一的故障传播路径,以检测可能被原始逻辑的模块化特性掩盖的任何故障。为了验证我们的方法,我们使用模块化的4位加法器。

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