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Modeling and planning accelerated life testing with proportional odds.

机译:建模和规划具有成比例几率的加速寿命测试。

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摘要

Accelerated life testing (ALT) is a method for estimating the reliability of products at normal operating conditions from the failure data obtained at the severe conditions. We propose an ALT model based on the proportional odds (PO) assumption to analyze failure time data and investigate the optimum ALT plans for multiple-stress-type cases based on the PO assumption.;We present the PO-based ALT model and propose the parameter estimation procedures by approximating the general baseline odds function with a polynomial function. Numerical examples with experimental data and Monte Carlo simulation data verify that the PO-based ALT model provides more accurate reliability estimate for the failure time data exhibiting PO properties.;The accuracy of the reliability estimates is directly affected by the reliability inference model and how the ALT is conducted. The latter is addressed in the literature as the design of ALT test plans. Design of ALT test plans under one type of stress may mask the effect of other critical types of stresses that could lead to the component's failure. The extended life of today's products makes it difficult to obtain "enough" failures in a reasonable amount of testing time using single stress type. Therefore, it is more realistic to consider multiple stress types. This is the first research that investigates the design of optimum ALT test plans with multiple stress types. We formulate nonlinear optimization problems to determine the optimum ALT plans. The optimization problem was solved with a numerical optimization method.;Reliability practitioners could choose different ALT plans in terms of the stress loading types. In this dissertation we conduct the first investigation of the equivalency of ALT plans, which enables reliability practitioners to choose the appropriate ALT plan according to resource restrictions. The results of this research show that one can indeed develop efficient test plans that can provide accurate reliability estimate at design conditions in much shorter test duration than the traditional test plans.
机译:加速寿命测试(ALT)是一种根据在严酷条件下获得的故障数据估算正常操作条件下产品可靠性的方法。我们提出基于比例优势(PO)假设的ALT模型,以分析故障时间数据,并基于PO假设研究针对多种压力类型案例的最优ALT计划。我们提出基于PO的ALT模型并提出通过使用多项式函数近似通用基线比值函数来进行参数估计程序。带有实验数据和蒙特卡洛模拟数据的数值例子验证了基于PO的ALT模型可以为显示PO属性的故障时间数据提供更准确的可靠性估计。可靠性估计的准确性直接受到可靠性推断模型的影响,以及进行ALT。后者在文献中称为ALT测试计划的设计。在一种应力下设计ALT测试计划可能会掩盖可能导致组件故障的其他关键应力类型的影响。当今产品的使用寿命延长,使得使用单一应力类型在合理的测试时间内难以获得“足够的”故障。因此,考虑多种应力类型更为现实。这是第一项研究设计具有多种压力类型的最佳ALT测试计划的研究。我们制定非线性优化问题,以确定最佳的ALT计划。通过数值优化方法解决了优化问题。可靠性从业人员可以根据应力加载类型选择不同的ALT计划。本文首先对ALT计划的等效性进行了研究,这使可靠性从业人员可以根据资源限制选择合适的ALT计划。这项研究的结果表明,确实可以开发出有效的测试计划,该计划可以在设计条件下以比传统测试计划短得多的测试持续时间提供准确的可靠性估计。

著录项

  • 作者

    Zhang, Hao.;

  • 作者单位

    Rutgers The State University of New Jersey - New Brunswick.;

  • 授予单位 Rutgers The State University of New Jersey - New Brunswick.;
  • 学科 Industrial engineering.
  • 学位 Ph.D.
  • 年度 2007
  • 页码 195 p.
  • 总页数 195
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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