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Uncertainty Management in Multidisciplinary Design of Critical Safety Systems

机译:关键安全系统的多学科设计中的不确定性管理

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Managing the uncertainty in multidisciplinary design of safety-critical systems requires not only the availability of a single approach or methodology to deal with uncertainty but a set of different strategies and scalable computational tools (that is, by making use of the computational power of a cluster and grid computing). The availability of multiple tools and approaches for dealing with uncertainties allows cross validation of the results and increases the confidence in the performed analysis. This paper presents a unified theory and an integrated and open general-purpose computational framework to deal with scarce data, and aleatory and epistemic uncertainties. It allows solving of the different tasks necessary to manage the uncertainty, such as uncertainty characterization, sensitivity analysis, uncertainty quantification, and robust design. The proposed computational framework is generally applicable to solve different problems in different fields and be numerically efficient and scalable, allowing for a significant reduction of the computational time required for uncertainty management and robust design. The applicability of the proposed approach is demonstrated by solving a multidisciplinary design of a critical system proposed by NASA Langley Research Center in the multidisciplinary uncertainty quantification challenge problem.
机译:在对安全至关重要的系统的多学科设计中管理不确定性,不仅需要使用单一的方法或方法来处理不确定性,还需要一套不同的策略和可扩展的计算工具(即通过利用集群的计算能力)和网格计算)。可以使用多种工具和方法来处理不确定性,从而可以对结果进行交叉验证,并可以提高执行分析的信心。本文提出了一个统一的理论和一个集成的,开放的通用计算框架来处理稀缺数据,偶然和认识上的不确定性。它允许解决管理不确定性所需的不同任务,例如不确定性表征,灵敏度分析,不确定性量化和鲁棒性设计。所提出的计算框架通常适用于解决不同领域中的不同问题,并且在数值上有效且可扩展,从而显着减少了不确定性管理和稳健设计所需的计算时间。通过解决NASA Langley研究中心在多学科不确定性量化挑战问题中提出的关键系统的多学科设计,证明了该方法的适用性。

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