标称氧化物和弱氧化物的深阱应力诱发泄漏电流模型

S. Kamohara, D. Park, C. Hu
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引用次数: 32

摘要

我们通过引入深能级约为4.0 eV的陷阱,成功开发了一种新的基于应力诱导泄漏电流(SILC)的定量ITAT(非弹性陷阱辅助隧道)模型,该模型可以解释两种场依赖性,即Fowler-Nordheim (FN)场和直接隧道(DT)场依赖性。对于简单的解析模型,我们引入了对漏电流贡献最大的最有利的陷阱位置。a -模和b -模SILC分别是标称氧化区和弱氧化点的泄漏电流,这可以通过单阱区域(/spl sim/1/spl倍/10/sup 11/ cm/sup -2/)和多阱路径(/spl sim/1/spl倍/10/sup 2/ cm/sup -2/)之间的面积密度的巨大差异来推断。我们的模型表明,对于闪存EPROM,在1.0 fC的浮动栅极上需要13 nm的氧化物厚度才能持续100年。
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Deep-trap SILC (stress induced leakage current) model for nominal and weak oxides
We have successfully developed a new quantitative ITAT (inelastic trap-assisted tunneling) based SILC (stress induced leakage current) model by introducing traps with a deep energy level of around 4.0 eV which can explain two field dependencies, i.e. Fowler-Nordheim (FN) field and the direct tunneling (DT) field dependence. For simple analytical models, we introduce the most favorable trap position, which gives the largest contribution to the leakage current. A-mode and B-mode SILC are the leakage currents in the nominal oxide region and at the weak oxide spots, respectively, which can be deduced by the large difference in the area density between the single trap area (/spl sim/1/spl times/10/sup 11/ cm/sup -2/) and the multi-trap path (/spl sim/1/spl times/10/sup 2/ cm/sup -2/). Our model suggests that for flash EPROM, a 13 nm-oxide thickness is required for 1.0 fC on the floating gate to last 100 years.
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