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A Nonscan Design-for-Testability Method for Register-Transfer-Level Circuits to Guarantee Linear-Depth Time Expansion Models

机译:寄存器传输级电路的非扫描可测性设计方法,以保证线性深度时间扩展模型

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This paper presents a nonscan design-for-testability (DFT) method for register-transfer-level (RTL) circuits. We first introduce the $tau^{k}$ notation to analyze the test generation complexity, as well as two classes of sequential circuits, namely: 1) the combinationally testable class and 2) the acyclically testable class. Then, we introduce a new class of linear-depth time-bounded circuits as one of the acyclically testable classes. The linear-depth time-bounded testability guarantees that the number of time frames required for any testable fault is bounded by a linear function of the number of flip-flops in the circuit during the test generation process. As one of the linear-depth time-bounded classes, we introduce a new class of RTL circuits, called the cycle-unrollable RTL circuits, which is shown to be linear depth time bounded. We propose a DFT method to make RTL circuits cycle unrollable and a test generation method for cycle-unrollable RTL circuits. Experimental results show that we can drastically reduce hardware overhead and test application time compared to the full-scan method and the method proposed by Ohtake Moreover, our proposed method can achieve 100% fault efficiency for gate-level single stuck-at faults in practical test generation time and allow at-speed testing.
机译:本文提出了一种用于寄存器传输级(RTL)电路的非扫描可测性设计(DFT)方法。我们首先引入$ tau ^ {k} $符号来分析测试生成的复杂性,以及两类顺序电路,即:1)可组合测试的类和2)非循环可测试的类。然后,我们引入一类新的线性深度时限电路,作为非循环可测试类之一。线性深度有时间限制的可测试性确保了在测试生成过程中,任何可测试故障所需的时间范围都受电路中触发器数量的线性函数限制。作为线性深度时限类之一,我们介绍了一种新的RTL电路类,称为循环可展开RTL电路,它被证明是线性深度时限类。我们提出了一种使RTL电路不可展开的DFT方法和一种针对可循环展开的RTL电路的测试生成方法。实验结果表明,与全扫描方法和Ohtake提出的方法相比,我们可以大大减少硬件开销和测试应用时间。此外,在实际测试中,我们提出的方法可以对门级单卡住故障实现100%的故障效率生成时间并允许进行快速测试。

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