材料力学中的Von Mises失效准则:在区间和模糊不确定性下如何有效地使用它

G. Xiang, A. Pownuk, O. Kosheleva, S. Starks
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引用次数: 2

摘要

材料力学的主要目标之一是预测材料何时发生断裂(失效),并防止这种失效。考虑到这一目标,我们希望使用延展性材料,即能够承受大变形而不会失效的材料。Von Mises准则使我们能够预测这类延性材料的破坏。为了应用这一准则,我们需要知道施加在不同方向上的确切应力。在实践中,我们只知道这些应力具有区间或模糊的不确定性。在本文中,我们描述了如何在这种不确定性下应用该准则,以及如何使该应用具有计算效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Von Mises Failure Criterion in Mechanics of Materials: How to Efficiently Use it Under Interval and Fuzzy Uncertainty
One of the main objective of mechanics of materials is to predict when the material experiences fracture (fails), and to prevent this failure. With this objective in mind, it is desirable to use it ductile materials, i.e., materials which can sustain large deformations without failure. Von Mises criterion enables us to predict the failure of such ductile materials. To apply this criterion, we need to know the exact stresses applied at different directions. In practice, we only know these stresses with interval or fuzzy uncertainty. In this paper, we describe how we can apply this criterion under such uncertainty, and how to make this application computationally efficient.
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