研究时序电路暂态误差行为的误差模型

K. Lingasubramanian, S. Bhanja
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引用次数: 6

摘要

在顺序逻辑电路中,在特定时间范围内发生的瞬态错误将传播到连续时间范围,从而使器件更容易受到攻击。在这项工作中,我们提出了一个序列逻辑的概率错误模型,该模型可以在给定概率输入空间的情况下测量预期的输出错误概率,该模型使用时间进化的因果网络,考虑了整个逻辑的空间依赖性和时间相关性。我们使用MCNC和ISCAS基准电路演示了我们的误差模型,并用HSpice仿真验证了它。我们的观察表明,显著低的个别门误差概率产生至少5倍高的输出误差概率。我们的结果与HSpice模拟结果的平均误差百分比仅为4.43%。我们的观察表明,在不同的时序电路中,误差的时间依赖顺序是不同的。
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An Error Model to Study the Behavior of Transient Errors in Sequential Circuits
In sequential logic circuits the transient errors that occur in a particular time frame will propagate to consecutive time frames thereby making the device more vulnerable. In this work we propose a probabilistic error model for sequential logic that can measure the expected output error probability, given a probabilistic input space, that account for both spatial dependencies and temporal correlations across the logic, using a time evolving causal network. We demonstrate our error model using MCNC and ISCAS benchmark circuits and validate it with HSpice simulations. Our observations show that, significantly low individual gate error probabilities produce at least 5 fold higher output error probabilities. The average error percentage of our results with reference to HSpice simulation results is only 4.43%. Our observations show that the order of temporal dependency of error varies for different sequential circuits.
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