Experimental data and statistical models for bimodal EM failures

A. Fischer, A. Abel, M. Lepper, A. Zitzelsberger, A. von Glasow
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引用次数: 33

Abstract

The correct model for the electromigration failure distribution is a key issue in reliability methodology. Usually, the failure times of a sample are fitted by a single log-normal distribution. However, in some cases relevant deviations can be found. In this paper two types of non-log-normal distributions observed on via-line structures are discussed. They can be modeled by two types of bimodal distributions, each composed of two log-normal distributions. Both models consider different failure mechanisms within the sample or specimen. Experimental data sets coinciding with either model will be presented. The physical failure analysis confirms the model assumptions and supports the bimodal distribution concept.
双峰电磁失效的实验数据和统计模型
电迁移故障分布的正确模型是可靠性方法论中的一个关键问题。通常,一个样本的失效次数是由一个单对数正态分布拟合的。然而,在某些情况下,可以发现相关的偏差。本文讨论了在过线结构上观测到的两类非对数正态分布。它们可以用两种类型的双峰分布来建模,每一种都由两个对数正态分布组成。两种模型都考虑了试样或试样内部不同的破坏机制。实验数据集符合任何一个模型将被提出。物理破坏分析证实了模型假设,支持双峰分布概念。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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