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Sequential tests for integrated-circuit failures

机译:集成电路故障的顺序测试

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We propose a sequential probability ratio test (SPRT) based on an2-parameter Weibull distribution for integrated-circuit (IC) failurenanalysis. The shape parameter of the Weibull distribution characterizesnthe decreasing, constant, or increasing failure rate regions in the bathntub model for IC. The algorithm (SD) detects the operating region of thenIC based on the observed failure times. Unlike the fixed-length tests,nthe SD, due to its sequential nature, uses the minimum average number ofndevices for the test for fixed error tolerances in the detectionnprocedure. We find that SD is, on average, 96% more statisticallynefficient than the fixed-length test. SD is highly robust to thenvariations in the model parameters, unlike other existing sequentialntests. Since the accuracy of the tests and the test length arenconflicting requirements, we also propose a truncated SD which allows anbetter control of this tradeoff. It has both the sequential nature ofnexamining measurements and the fixed-length property of guaranteeingnthat the tolerances be met approximately with a specified number ofnavailable measurements
机译:针对集成电路(IC)的失效分析,我们提出了基于二参数威布尔分布的顺序概率比检验(SPRT)。 Weibull分布的形状参数表征了IC的Bathntub模型中的故障率区域减小,恒定或增大。算法(SD)根据观察到的故障时间来检测thenIC的工作区域。与固定长度测试不同,nSD由于其顺序性质,在检测过程中使用最小平均n个设备进行固定误差容限的测试。我们发现,SD的统计效率平均比固定长度测试高96%。与其他现有的序列检验不同,SD对模型参数的变化具有高度的鲁棒性。由于测试的准确性和测试长度是不矛盾的要求,因此我们还提出了一种截断的SD,可以更好地控制这种折衷。它既具有连续测量的顺序性,又具有固定长度的特性,可以保证在指定数量的可用测量值下近似满足公差要求

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