无误差近阈值绝热CMOS逻辑存在工艺变化

Yue Lu, T. Kazmierski
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引用次数: 0

摘要

本文首次结合近阈值运算分析了过程变化对绝热逻辑的影响。一个重要的问题是是否保留可靠的性能。我们发现,在最小能量频率下,典型的工艺参数变化不影响无误差运行。使用ECRL逻辑的4位全加法器在0.45 V电源电压下的蒙特卡罗模拟表明,在典型工艺变化的存在下,在最坏的情况下,电路在25 MHz工作时的能耗增加了10.2%,同时保持100%的无错误操作。最大工作频率(208mhz)降低到标称值(385 MHz)的近一半。为了进一步提高加法器对工艺变化的鲁棒性,考虑了位串行绝热加法器,其每周期能耗更低。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Error-free near-threshold adiabatic CMOS logic in presence of process variation
This paper provides the first analysis of process variation effect on the adiabatic logic combined with nearthreshold operation. One of the significant concerns is whether reliable performance is retained. We find that typical variations of process parameters do not affect error-free operation at the minimum-energy frequency. Monte Carlo simulations of a 4- bit full adder using ECRL logic with 0.45 V supply voltage show that, in the presence of typical process variations, energy consumption of the circuit operating at 25 MHz increases by 10.2% in the worst case while a 100% error-free operation is maintained. The maximum operating frequency(208 MHz) is reduced to nearly half of the nominal value(385 MHz). To further improve the robustness of the adder against process variation, a bit-serial adiabatic adder is considered with an even lower energy consumption per cycle.
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