缺陷相关分解的统计

M. Shatzkes, M. Av-Ron
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引用次数: 4

摘要

在假定发生在无缺陷区域(本征)和缺陷区域的击穿事件是相互独立的情况下,对介质击穿进行了分析。当缺陷为泊松分布时,成品率作为时间的函数是反映缺陷相关击穿和内在击穿因素的乘积。给出了电介质可靠性研究中常用的各种试验的明确结果。电介质击穿的统计模型需要精确的可靠性预测和从击穿试验中获得的数据评估电介质质量。这种模型是由Solomon, Klein和Albert1为无缺陷绝缘子开发的。we2,3导出了一个包含缺陷影响的模型,并给出了所有缺陷都是相同类型的情况下的结果,也就是说,每个缺陷的崩溃概率是相同的。我们在这里的目的是将我们的分析扩展到多种缺陷类型的情况,并进一步阐明我们模型的含义。
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Statistics of Defect Related Breakdown
An analysis of dielectric breakdown is presented under the assumption that breakdown events occurring at defect-free regions (intrinsic) and-at defects are independent. The yield as function of time, when the defects are Poisson distributed, is a product of factors reflecting defect-related and intrinsic breakdown. Explicit results are given for various tests commonly used in studies of dielectric reliability. A statistical model of dielectric breakdown is required for precise reliability projections and for assessment of dielectric quality from data obtained in breakdown tests. Such a model was developed by Solomon, Klein and Albert1 for defect free insulators. We2,3 derived a model incorporating the effects of defects and presented results for the case where all defects were the same type, i.e., the probability for breakdown at each defect being the same. Our purpose here is to extend our analysis to the case of multiple defect types and to further elucidate the implications of our model.
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