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Modeling of ductile damage in metal foams

机译:金属泡沫延性损伤建模

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摘要

A numerical model for the elasto-plastic and ductile damage behaviour of a low-density open-cell metal foam is presented based on a three dimensional random network of slender struts. The finite element formulation for the behaviour of the struts makes use of the Timoshenko beam theory. A layered approach is adopted to simulate the progressive growth of plasticity and void volume fraction in the struts due to ductile damage effects from the extreme fibers towards the neutral axis. The result is an efficient numerical model for a representative volume element of the foam which can be used as material model in each integration point of a macroscopic Finite-Element-Model. The numerical studies indicate that the collapse of the foam structure on the meso-scale is initiated by a few randomly distributed struts. The bending and buckling of the struts lead to formation of plastic hinges with localized growth of ductile damage.
机译:基于细长支柱的三维随机网络,提出了一种低密度开孔金属泡沫的弹塑性塑料损伤行为的数值模型。支柱行为的有限元配方利用Timoshenko光束理论。采用分层方法来模拟支柱中可塑性和空隙体积分数的逐步生长,这是由于延展性损伤从极端纤维朝向中性轴的影响。结果是泡沫的代表性体积元件的有效数值模型,其可以用作宏观有限元模型的每个集成点中的材料模型。数值研究表明,由少数随机分布的支柱引发了中间尺度上的泡沫结构的塌陷。支柱的弯曲和屈曲导致形成塑料铰链,具有局部生长的韧性损伤。

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