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Computational modeling issues and methods for the 'regulatory problem' in engineering: Solution to the thermal problem

机译:工程中“调节问题”的计算建模问题和方法:热问题的解决方案

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Many of the problems addressed through engineering analysis include a set of regulatory (or other) probabilistic requirements that must be demonstrated with some degree of confidence through the analysis. Problems cast in this environment can pose new challenges for computational analyses in both model validation and model-based prediction. The "regulatory problems" given for the "Sandia challenge problems exercise", while relatively simple, provide an opportunity to demonstrate methods that address these challenges. This paper describes and illustrates a method for prediction in situations where extrapolation is involved. Specifically, we discuss methodology for compensating for computational/experimental discrepancies identified in the validation analysis. This includes the description of an approach that can be applied when the required prediction involves extrapolation along axes that are difficult to express in Euclidian space (different structures, for example). These methods are illustrated using the Sandia thermal challenge problem.
机译:通过工程分析解决的许多问题包括一组监管(或其他)概率要求,必须通过分析以一定的信心证明这些要求。在此环境中投放的问题可能会对模型验证和基于模型的预测中的计算分析提出新的挑战。为“ Sandia挑战问题练习”提供的“监管问题”虽然相对简单,但却提供了一个机会来展示解决这些挑战的方法。本文介绍并说明了一种在涉及外推的情况下进行预测的方法。具体来说,我们讨论了用于补偿在验证分析中确定的计算/实验差异的方法。这包括对一种方法的描述,当所需的预测涉及沿在欧几里得空间中难以表达的轴(例如,不同的结构)外推时可以应用的方法。使用Sandia热挑战问题对这些方法进行了说明。

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