分位数-分位数拟合方法在大规模多站点测试中检测站点之间的差异

Praise O. Farayola, Shravan K. Chaganti, Abdullah O. Obaidi, Abalhassan Sheikh, S. Ravi, Degang Chen
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引用次数: 10

摘要

多点检测一次对多个芯片进行筛选,节省了检测时间和成本。然而,它也有自己的问题。随着测试工程师为进一步节省测试时间和成本而增加每个测试仪上的站点数量,现在可以观察到不同站点的测量变化,这些变化与被测设备的实际问题不符。因此,需要开发一种具有成本效益的方法来调查站点到站点的变化,并确定有问题的站点,以确保高测试质量,并排除由测试硬件产生的可能问题。本文使用分位数-分位数曲线的回归拟合来比较每个站点的分布与理论分布和期望分布。这显示了测试数据中固有的站点到站点的变化,因此很容易识别问题缠身的站点。分位数-分位数图在单个图中比较两个概率密度函数的积分,从而捕获测试数据集的位置、规模和偏度。这种方法为测试工程师提供了比传统统计方法更多的信息,后者依赖于单个测试统计来进行分布比较,并且不需要额外的成本。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Quantile – Quantile Fitting Approach to Detect Site to Site Variations in Massive Multi-site Testing
Multi-site testing saves test time and tests cost by screening multiple chips at once. However, it comes with its issues. As test engineers increase the number of sites on each tester to further save test time and cost, variations are now being observed in measurements from site to site which do not correspond to actual problems in the devices under test. Thus, a cost-effective way to investigate site to site variations and identify sites with issues needs to be developed to ensure high test quality and to rule out possible problems arising from the test hardware. In this paper, regression fitting on a quantile-quantile curve is used to compare the distribution of each site to a theoretical and expected distribution. This is shown to pronounce site to site variations inherent in test data, hence identifying issue-ridden sites with ease. The quantile-quantile plot compares the integrals of two probability density functions in a single plot, thus capturing the location, scale, and skewness of the test data set. This method provides more information to the test engineer than classical statistical methods that rely on single test statistics for distribution comparison and is at no extra cost.
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