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Use of Response Surfaces in the Design of a Simple Step Stress Accelerated Test Plan.

机译:在设计简单阶跃应力加速测试计划时使用响应面。

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摘要

In designing accelerated testing plans, cost is a factor that is missing in much of the literature. This paper explicits considers cost by developing an optimization model with the objective to minimize costs for a simple step stress accelerated test plan. Two methodologies are employed. One is an optimization approach in which an attempt is made to quantify the behavior of a series-parallel hardware system over all stages of testing using a response surface, and then an optimization model is used to determine the settings for stresses and failure mode modifications for all stages of testing prior to the start of testing. The second methodology or sequential stage approach is to generate a response surface using data from a completed test stage to determine the settings of stresses and failure mode modifications for the next stage. Then this process is repeated for all stages of testing.;When validating the results of the optimization model through simulation, the model overestimated costs. Assuming the simulated optimal settings are the true value of cost, the sequential approach produced suboptimal results. This is because each stage of testing results in narrowing the search parameters of a solution. However, it was found that the sequential stage approach had similar costs to that of the optimization model. Although the optimization model has a better solution, it requires much more data initially whereas the sequential stage approach does not require information about the system for all stages prior to testing. If information of the system's behavior is known for all stages prior to testing, then the optimization approach is more advantageous, yet most cases have limited information so the sequential stage approach should be utilized.
机译:在设计加速测试计划时,成本是许多文献中都缺少的一个因素。本文通过开发优化模型来明确考虑成本,其目的是将简单的逐步应力加速测试计划的成本降至最低。采用两种方法。一种是优化方法,其中尝试使用响应面在测试的所有阶段量化串联-并联硬件系统的行为,然后使用优化模型来确定应力和失效模式修改的设置测试开始之前的所有测试阶段。第二种方法或顺序阶段方法是使用来自完整测试阶段的数据来生成响应表面,以确定下一阶段的应力设置和失效模式修改。然后在测试的所有阶段重复此过程。当通过仿真验证优化模型的结果时,该模型高估了成本。假设模拟的最佳设置是成本的真实值,那么顺序方法会产生次优的结果。这是因为测试的每个阶段都会缩小解决方案的搜索参数。但是,发现顺序阶段方法的成本与优化模型的成本相似。尽管优化模型具有更好的解决方案,但它最初需要更多的数据,而顺序阶段方法在测试之前不需要有关所有阶段的系统信息。如果在测试之前所有阶段都知道系统行为的信息,那么优化方法会更有利,但是大多数情况下信息有限,因此应采用顺序阶段方法。

著录项

  • 作者

    Wong, Alexander.;

  • 作者单位

    University of Arkansas.;

  • 授予单位 University of Arkansas.;
  • 学科 Industrial engineering.
  • 学位 M.S.I.E.
  • 年度 2016
  • 页码 86 p.
  • 总页数 86
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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