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Interplay Between Process-Induced and Statistical Variability in 14-nm CMOS Technology Double-Gate SOI FinFETs

机译:14纳米CMOS技术双栅极SOI FinFET中工艺引起的和统计可变性之间的相互作用

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This paper presents a comprehensive simulation study of the interactions between long-range process and short-range statistical variability in a 14-nm technology node silicon-on-insulator FinFET. First, the individual and combined impact of the relevant variability sources, including random discrete dopants, fin line edge roughness (LER), gate LER, and metal gate granularity are studied for the nominal 20-nm physical gate-length FinFET design. This is followed by a comprehensive study of the interactions of the channel length, fin width and fin height systematic process variations with the combined statistical variability sources. The simulations follow a $3times 3times 3=27$ experiment design that covers the process variability space, and 1000 statistical simulations are carried out at each node of the experiment. Both metal-gate-first and metal-gate-last technologies are considered. It is found that statistical variability is significantly dependent on the process-induced variability. The applicability of the Pelgrom law to the FinFET statistical variability, subject to long-range process variations, is also examined. Mismatch factor is strongly dependent on the process variations.
机译:本文介绍了一个14纳米技术节点绝缘体上硅FinFET的长距离过程与短距离统计变异性之间相互作用的综合仿真研究。首先,针对标称20 nm物理栅极长度FinFET设计,研究了相关可变性源的个体和综合影响,包括随机离散掺杂剂,鳍线边缘粗糙度(LER),栅极LER和金属栅极粒度。接下来是对通道长度,翅片宽度和翅片高度系统化工艺变化与组合统计变异性来源的相互作用的综合研究。模拟遵循 $ 3×3×3 = 27 $ 实验设计,涵盖了过程可变性空间,并进行了1000次统计模拟在实验的每个节点。优先考虑金属栅技术和金属栅技术。发现统计可变性显着取决于过程引起的可变性。还考察了Pelgrom定律对FinFET统计可变性的适用性,该可变性受远程工艺变化的影响。不匹配因素在很大程度上取决于工艺变化。

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