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Equivalent Accelerated Degradation Test Plans for a Nonlinear Random Coefficients Models

机译:非线性随机系数模型的等效加速退化测试计划

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Design of optimal Accelerated Degradation Testing (ADT) plan has been extensively researched over several decades. However, experimenters can often face the situation that the optimal plan is not feasible due to limited resources, even after taking into account the design factors in the planning phase. Therefore, designing a test plan that is equivalent to the target plan using an different stress-loading or a testing condition is needed. However, there exists currently little work in the development of equivalent ADT plan. In this paper, we propose an equivalent cost-effective accelerated degradation test (ADT) plan in the context of a nonlinear random-coefficients model. The proposed method is applied to a well-known constant-stress ADT problem in the literature. The definition and formula used in this paper can applied through a wide range of types of equivalent ADT plans.
机译:最佳加速降解测试(ADT)计划的设计已进行了数十年的广泛研究。但是,即使在计划阶段考虑了设计因素之后,实验人员也经常会面临这样的情况:由于资源有限,最佳计划是不可行的。因此,需要使用不同的压力负荷或测试条件设计与目标计划等效的测试计划。但是,目前在制定等效的ADT计划方面工作很少。在本文中,我们在非线性随机系数模型的背景下提出了等效的成本有效的加速退化测试(ADT)计划。所提出的方法被应用于文献中众所周知的恒应力ADT问题。本文中使用的定义和公式可通过各种类型的等效ADT计划应用。

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