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On a discrete element method to simulate thermal-induced damage in 2D composite materials

机译:模拟二维​​复合材料中热致损伤的离散元方法

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摘要

The present contribution deals with a discrete element method to simulate thermal-induced damage in 2D composite materials. We consider a hybrid particulate-lattice model based on the equivalence between a granular system and a network of cohesive beam elements. This choice is mainly motivated by previous papers exhibiting its ability to model heterogeneous materials in which complex fracture phenomena occur. Our objectives are twofold. First, we aim to introduce a thermo-elastic coupling using a recently developed model of thermal expansion based on the dilatation of the beam element. Second, we are interested in studying the suitability of the discrete element method to model the thermal induced damage due to thermal expansion mismatch. For that purpose, several preliminary studies are performed to verify the validity of the thermal expansion model in the context of continuous media. Then, damage effects and interfacial debonding are taken into account and the model is applied to the case of 2D metallic fiber composites with a brittle alumina matrix. Results exhibit the ability of the present approach to simulate the suitable damage mode as a function of thermal conditions. Besides, realistic failure patterns with radial propagations are obtained in the context of cracks opening. (C) 2017 Elsevier Ltd. All rights reserved.
机译:本贡献涉及离散元素方法,以模拟2D复合材料中的热诱导损伤。我们考虑基于颗粒系统和内聚束单元网络之间的等效性的混合颗粒格模型。这种选择主要是由先前的论文所激发的,这些论文显示出能够对发生复杂断裂现象的异质材料进行建模的能力。我们的目标是双重的。首先,我们旨在基于梁单元的膨胀,使用最近开发的热膨胀模型引入热弹性耦合。其次,我们有兴趣研究离散元方法对由于热膨胀失配而引起的热致损伤进行建模的适用性。为此,进行了一些初步研究,以验证连续介质情况下热膨胀模型的有效性。然后,考虑到损伤效应和界面剥离,并将该模型应用于具有脆性氧化铝基体的二维金属纤维复合材料的情况。结果显示了本方法模拟作为热条件的函数的合适损伤模​​式的能力。此外,在裂纹开裂的情况下获得了具有径向传播的实际破坏模式。 (C)2017 Elsevier Ltd.保留所有权利。

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