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Ensemble Predictions of Material Behavior for ICMSE

机译:合奏预测ICMSE的材料行为预测

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Crystal plasticity studies are dominated by a range of deterministic models of varying complexity ranging from spatially resolved physics-based models incorporating known physical laws to less complex models based on empirically observed dynamics. The increased use of such models to study material behavior requires a better understanding of associated uncertainty from various sources, and the important task of selecting the most appropriate model under uncertainty. It is well known that model complexity is not necessarily indicative of predictive power, as model performance is also highly dependent on the information provided by available calibration data. The information conveyed by available experimental data is often not sufficient to confidently calibrate complex physics-based models, so their choice over a simpler model may introduce bias in the estimation under a data-poor scenario. The objective of this work is twofold. The first stage consists of uncertainty quantification (UQ) via a Bayesian inferential framework within the problem of model comparison. The goal is to understand when increased predictive fidelity justifies implementation of a more complex physics-based model that is estimated from limited data over a simpler phenomenological model. The second stage is the development of an ensemble prediction system (EPS), which combines predictions from multiple models into an average prediction in lieu of choosing the single best model. This technique has been successfully applied in other disciplines to enhance the predictive ability from a single selected model. This technique assigns weights to predictions from different models according to the expected fidelity of model performance. The two phases of model selection and model combination are complementary in this setting. The results from the model selection framework provide important information for constructing a realistic EPS, by informing weight assignment. In summary, taking a statistical perspective on crystal plasticity modeling will aid in quantifying the degree of confidence in model predictions, and inform model selection while enhancing prediction.
机译:基于物理的水晶可塑性研究是由一系列不同复杂程度不等的空间分辨的确定性模型的主导机型结合有已知的物理定律,以根据经验观察动态不太复杂的模型。增加使用这些模型来研究材料的行为,需要一个更好的从各种渠道相关的不确定性,以及在不确定条件下选择最合适的模型的重要任务的认识。众所周知的是模型的复杂性并不一定表明预测能力,为模型性能也高度依赖于可用的校准数据提供的信息。这些信息转达通过实验数据往往不足以自信地校准复杂的物理模型,所以他们选择了一个更简单的模型可以下一个数据不佳的情况估计引入偏差。这项工作的目的是双重的。第一阶段包括通过模型比较的问题中的贝叶斯推理框架的不确定性定量(UQ)的。我们的目标是要了解当增加的预测保真证明的实现,从有限的数据估计了一个简单的唯象模型更复杂的基于物理学的模型。第二阶段是一个集合预报系统(EPS),其组合来自多个模型的预测成平均预测代替选择最好的一个模型的发展。这种技术已在其他学科中得到成功应用,以提高从单一选择的模型的预测能力。根据模型性能的预期保真这项技术分配权重,从不同的模型预测。模型选择和模型组合的两个阶段都在此设置的互补性。从模型选择框架研究结果为构建一个现实的EPS,通过告知权重分配的重要信息。总之,采取统计的角度对晶体塑性模型将在量化的模型预测的置信度帮助,并告知选型,同时加强预测。

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