亚阈值设计中可变性的分析与缓解

Bo Zhai, S. Hanson, D. Blaauw, D. Sylvester
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引用次数: 285

摘要

亚阈值电路设计是超低功耗应用的一种引人注目的方法。然而,由于亚阈值驱动电流与V/sub /变化呈指数关系,亚阈值设计对工艺变化的灵敏度显着增加。在本文中,我们提出了考虑过程变化的亚阈值能源效率分析,并提出了减轻其影响的方法。我们表明,与超阈电路不同,随机掺杂波动是亚阈操作变化的主要组成部分。我们研究了如何通过适当的电路尺寸和电路逻辑深度的选择来改善这种可变性。然后,我们对考虑工艺变化的亚阈值电路的能量效率进行了统计分析。我们证明了能量最优电源电压随工艺变化而增加,并研究了其与电路参数的依赖关系。通过Monte Carlo SPICE仿真验证了分析模型的正确性,结果表明该模型准确地预测了最小能量和能量最优供电电压。最后,我们利用所建立的统计能量模型来确定亚阈值设计中的最佳管道深度。
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Analysis and mitigation of variability in subthreshold design
Subthreshold circuit design is a compelling method for ultra-low power applications. However, subthreshold designs show dramatically increased sensitivity to process variations due to the exponential relationship of subthreshold drive current with V/sub th/ variation. In this paper, we present an analysis of subthreshold energy efficiency considering process variation, and propose methods to mitigate its impact. We show that, unlike superthreshold circuits, random dopant fluctuation is the dominant component of variation in subthreshold operation. We investigate how this variability can be ameliorated with proper circuit sizing and choice of circuit logic depth. We then present a statistical analysis of the energy efficiency of subthreshold circuits considering process variations. We show that the energy optimal supply voltage increases due to process variations and study its dependence on circuit parameters. We verify our analytical models against Monte Carlo SPICE simulations and show that they accurately predict the minimum energy and energy optimal supply voltage. Finally, we use the developed statistical energy model to determine the optimal pipelining depth in subthreshold designs.
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