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Aerospace electronics-and-photonics (AEP) reliability has to be quantified to be assured

机译:航空电子和光子学(AEP)的可靠性必须量化以确保

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Probabilistic design for reliability (PDfR) concept in aerospace electronics and photonics (AEP) has its experimental foundation in highly-focused and highly-cost-and-time effective failure oriented accelerated testing (FOAT), which is aimed at understanding the physics of the anticipated or occurred failures and at quantifying, on the probabilistic basis, the outcome of the FOAT and the actual field performance of the product. Time and cost permitting, FOAT can be used also to obtain some statistical data, such as, e.g., an experimental bathtub diagram - the reliability 'passport' of a mass-produced product. FOAT should be conducted for the most vulnerable element(s) of the product of interest, with consideration of its most likely application(s) and the most meaningful combination of possible stressors ('stimuli'). FOAT cannot do without simple, easy-to-use and physically meaningful predictive modeling (PM). This should be geared to a particular, relevant and more or less well established and trustworthy analytical relationship, such as, e.g., the recently suggested Boltzmann-Arrhenius-Zhurkov (BAZ) equation. The rationale behind it is addressed and briefly discussed in this analysis. The PM effort should not be limited, however, to the application of BAZ or similar FOAT models, but should include also other, both analytical and computer-aided, modeling effort aimed at better understanding the reliability physics of the device of interest, at designing the most feasible and cost-effective product, and at bridging the gap between the FOAT data and the most likely operation conditions and situations. PDfR concept includes also subsequent sensitivity analyses (SA) activity that uses methodologies and algorithms developed as by-products at the FOAT and PM steps. PDfR concept might include and address, when appropriate, also human-in-the-loop (HITL) related situations, when the equipment-and-instrumentation's reliability and human performance contribute jointly to the success and safety of a particular mission or a situation. The PDfR concept proceeds from the recognition that nothing and nobody is perfect and that the difference between a highly reliable and an insufficiently reliable product or HITL interference is 'merely' in the level of the never-zero probability of failure. If this probability, evaluated for the anticipated loading conditions and the given time in operation, is not acceptable, SA can be effectively and economically employed to determine what could/should be changed to improve the situation. The PDfR based analysis enables one also to check if the product is not over-engineered, i.e., is not superfluously robust for the given application. If it is, it might be too costly. The operational reliability cannot be low, but does not have to be higher than necessary either: it has to be adequate for the given product and application. When reliability, cost-effectiveness and time-to-market (completion) are imperative, ability to optimize reliability is a must. No optimization is possible, of course, if reliability is not quantified. We show particularly that the optimization of the total cost associated with creating a product with an adequate (and high enough) reliability and acceptable (and low enough) cost can be interpreted in terms of the adequate level of the availability criterion. The major PDfR concepts are illustrated in our analyses by practical examples. The emphasis on the attributes of recently suggested powerful, flexible and fruitful Boltzmann-Arrhenius-Zhurkov (BAZ) model (equation) and its multi-parametric version. This model could be effectively used to analyze and design an AEP product with the predicted, quantified, assured, and, if appropriate and cost-effective, even maintained and specified adequate (appropriate) probability of the operational failure. It is concluded that the PDfR concept can be accepted and employed as an effective means for the evaluation of the operational reliability of AEP materials and systems, and that the next generation of qualification testing (QT) specifications and practices for such products could be viewed and conducted as a quasi-FOAT that replicates the initial non-destructive segment of the previously conducted comprehensive and reliability-physics-based full-scale FOAT.
机译:航空航天电子和光子学(AEP)中的概率概率设计(PDfR)概念在高度集中且成本和时间有效的面向故障的加速测试(FOAT)中具有实验基础,该实验旨在了解物理特性。预期或发生的故障,并在概率基础上量化FOAT的结果和产品的实际现场性能。在时间和成本允许的情况下,FOAT还可以用于获取一些统计数据,例如实验浴盆图-量产产品的可靠性“护照”。 FOAT应该针对目标产品中最易受伤害的部分进行,并考虑其最可能的应用以及可能的压力源(“刺激”)的最有意义的组合。 FOAT不能没有简单,易于使用且在物理上有意义的预测模型(PM)。这应该适合于特定的,相关的或多或少已经建立的和可信赖的分析关系,例如,最近建议的Boltzmann-Arrhenius-Zhurkov(BAZ)方程。在此分析中解决并简要讨论了其背后的原理。 PM的工作不应局限于BAZ或类似的FOAT模型的应用,而应包括其他分析和计算机辅助的建模工作,目的是在设计时更好地了解目标器件的可靠性。最可行和最具成本效益的产品,并弥补FOAT数据与最可能的运行条件和情况之间的差距。 PDfR概念还包括后续的敏感性分析(SA)活动,该活动使用在FOAT和PM步骤中作为副产品开发的方法和算法。当设备和仪器的可靠性和人员绩效共同促进特定任务或情况的成功与安全做出贡献时,PDfR概念可能包括并酌情解决与人在环(HITL)相关的情况。 PDfR的概念源于以下认识:没有完美的东西,没有完美的东西;高度可靠和不充分可靠的产品或HITL干扰之间的区别只是“永不”出现故障的可能性为零。如果针对预期的负载条件和给定的运行时间评估的这种可能性不可接受,则可以有效且经济地采用SA来确定可以/应该进行哪些更改以改善这种情况。基于PDfR的分析还可以检查产品是否没有过度设计,即对于给定的应用而言是否没有多余的耐用性。如果是这样,它可能会太昂贵。操作可靠性不能低,但也不必高于必要水平:对于给定的产品和应用,它必须足够。当必须确保可靠性,成本效益和上市时间(完成)时,必须具有优化可靠性的能力。当然,如果不对可靠性进行量化,则不可能进行优化。我们特别表明,可以根据可用性标准的适当水平来解释与创建具有足够(足够高)可靠性和可接受(足够低)成本的产品相关的总成本的优化。主要PDfR概念在我们的分析中通过实际示例进行了说明。强调最近提出的功能强大,灵活且富有成果的Boltzmann-Arrhenius-Zhurkov(BAZ)模型(方程)及其多参数版本的属性。该模型可以有效地用于分析和设计具有预测,量化,保证,并且如果合适和具有成本效益的AEP产品,甚至可以维持和指定足够(适当)的操作失败概率。结论是,PDfR概念可以被接受并用作评估AEP材料和系统的操作可靠性的有效手段,并且可以查看和鉴定此类产品的下一代资格测试(QT)规范和实践。作为准FOAT进行的操作,该操作复制了以前进行的基于可靠性的基于物理的全面FOAT的初始非破坏性部分。

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  • 会议地点 San Diego CA(US)
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    Ephraim Suhir; Johann Nicolics;

  • 作者单位

    ERS Co. Los Altos CA 94024 Portland State University Portland OR USA and Institute of Sensor and Actuator Systems Vienna University of Technology Vienna Austria;

    Institute of Sensor and Actuator Systems Vienna University of Technology Vienna Austria;

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