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Time-dependent clustering model versus combination-based approach for BEOL/MOL and FEOL non-uniform dielectric breakdown: Similarities and disparities

机译:基于时间的聚类模型与基于组合的BEOL / MOL和FEOL非均匀介质击穿的方法:异同

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Similarities and disparities between time-dependent clustering model and combination-based approach are thoroughly investigated. It is shown that two approaches can provide similar description of non-uniform dielectric breakdown provided that a dielectric system can be rigorously characterized by two random variables and input parameters verified from independent experiments as in the case of FEOL gate dielectrics. On the other hand, the notion of a single thickness for complicated dielectric systems with multiple random variables as in BEOL and MOL applications is shown to be questionable. As a result, a two-random variable combination-based approach is not necessarily correct to model non-uniform dielectric breakdown without rigorous justification. In contrast, time-dependent clustering model is based on the fundamental preservation of area scaling properties of failure percentiles and failure times, rendering a fundamentally new methodology to characterize non-uniform dielectric breakdown as technology variability issues continue to rise for modern technology nodes.
机译:彻底调查了时间依赖聚类模型与基于组合的方法的相似性和差异。结果表明,两种方法可以提供与非均匀介电击穿的相似描述,因为介电系统可以严格地表征两个随机变量和从独立实验中验证的输入参数,如FEOL栅极电介质的情况下。另一方面,显示具有多个随机变量的复杂电介质系统的单个厚度的概念,显示为BEOL和MOL应用中的多个随机变量。结果,基于两个随机的变量组合的方法不一定是正确的,以模拟非均匀的介电击穿而没有严格的理由。相比之下,时间依赖聚类模型基于故障百分比和故障时间的面积缩放特性的基本保存,呈现出基本的新方法,以表征非均匀的介电故障,因为技术可变性问题继续上升现代技术节点。

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