在系统级功率分析中考虑过程变化

Saumya Chandra, K. Lahiri, A. Raghunathan, S. Dey
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引用次数: 32

摘要

在纳米级半导体技术中,工艺变化将越来越多地影响集成电路的工作特性。研究人员提出了各种设计技术来解决掩模、电路和逻辑级别的工艺变化。然而,随着工艺变化幅度的增加,它们的影响需要在设计周期的早期得到解决。在本文中,我们提出了准确和有效地将过程变化的影响纳入系统级功率估计工具的技术。为了激励我们的工作,我们首先研究了工艺变化对片上系统(SoC)示例功耗的影响。我们考虑了当前系统级功率估计方法的简单扩展(基于电子表格和基于仿真的功率估计),并展示了它们在执行变化感知功率估计方面的局限性。我们提出了一种系统级功耗估计方法,可以准确有效地分析工艺变化对SoC功耗的影响。提出的方法结合了高效的基于跟踪的分析、基于功率状态的泄漏建模和蒙特卡罗采样。所提出的方法的主要好处是它捕获了必要的相互依赖关系,同时避免了迭代的系统级模拟。与需要迭代系统模拟的直接蒙特卡罗技术相比,我们在内部系统级功率估计框架中实现的所提出的技术表明了2-5个数量级的效率增益,精度损失可以忽略不计
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Considering Process Variations During System-Level Power Analysis
Process variations will increasingly impact the operational characteristics of integrated circuits in nanoscale semiconductor technologies. Researchers have proposed various design techniques to address process variations at the mask, circuit, and logic levels. However, as the magnitude of process variations increases, their effects will need to be addressed earlier in the design cycle. In this paper, we propose techniques for accurately and efficiently incorporating the effects of process variations into system-level power estimation tools. To motivate our work, we first study the impact of process variations on the power consumption of an example system-on-chip (SoC). We consider simple extensions of current approaches to system-level power estimation (spreadsheet-based and simulation-based power estimation), and demonstrate their limitations in performing variation-aware power estimation. We propose a system-level power estimation methodology that can accurately and efficiently analyze the impact of process variations on SoC power. The proposed methodology combines efficient trace-based analysis, power-state based leakage modeling, and Monte Carlo sampling. The key benefit of the proposed methodology is that it captures the necessary inter-dependencies while avoiding iterative system-level simulation. Our implementation of the proposed techniques within an in-house system-level power estimation framework indicates 2-5 orders of magnitude efficiency gains, with negligible loss in accuracy, compared to direct Monte Carlo techniques that require iterative system simulation
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