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Adjacency criticality: a simple yet effective metric for statistical timing yield optimisation of digital integrated circuits

机译:邻接临界度:一种简单但有效的度量标准,用于数字集成电路的统计时序良率优化

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As CMOS devices become smaller, process variations-induced uncertainty imposes a large spread in the circuit timing and therefore, it becomes one of the main issues for circuit yield. To analyse/optimise the timing of the circuit under process variation effects, statistical analysis/optimisation techniques are more suitable than the traditional static analysis/optimisation counterparts. Statistical gate sizing is an effective technique that is widely used to guide the timing yield improvement of digital circuits. Gate criticality, defined as the probability that a gate lies on a critical path, forms the basis for many of the existing statistical gate sizing techniques. Here, the authors introduce adjacency criticality to address the drawbacks of the conventional definition of gate criticality. It is defined as the probability of manufacturing a chip in which the gate lies on the critical path due to process variation considering the effect of the gates in its fan-out cone. Furthermore, the authors present the levelised Adjacency Criticality metric which provides a trade-off between the runtime of the criticality metric and accuracy of the Adjacency Criticality metric. In order to show the efficacy of the proposed metric, an adjacency criticality-based statistical gate sizing method is presented for improving timing yield of the circuit.
机译:随着CMOS器件变得越来越小,由工艺变化引起的不确定性在电路时序中施加了很大的差异,因此,这成为电路成品率的主要问题之一。为了分析/优化过程变化效应下的电路时序,统计分析/优化技术比传统的静态分析/优化技术更合适。统计栅极大小调整是一项有效的技术,已广泛用于指导数字电路的时序良率提高。门关键性(定义为门位于关键路径上的概率)构成许多现有统计门大小确定技术的基础。在这里,作者介绍了邻接临界度,以解决传统的门临界度定义的缺点。定义为制造芯片的可能性,其中考虑到栅极在其扇形锥体中的影响,由于工艺变化,栅极位于关键路径上。此外,作者提出了分级的邻接临界度度量,该度量在临界度度量的运行时间和邻接度临界度量的准确性之间进行了折衷。为了显示所提出度量的有效性,提出了一种基于邻接临界度的统计门定径方法,以提高电路的时序产量。

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