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A 2D RVE formulation by the boundary element method considering phase debonding

机译:考虑阶段剥离的边界元方法的2D RVE制定

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摘要

A 2D Boundary Element Method (BEM) Formulation to obtain the constitutive response of heterogeneous materials based on the Representative Volume Element (RVE) concept is developed to deal with dissipative phenomena over the domain and the phase debonding on the interface zone. Despite the formulation is written within a multiscale framework, in this work the analyses are performed only at microstructure level, but if a full coupled multiscale analysis is performed the computational cost becomes very expensive. Usually this kind of modelling is performed considering the Finite Element Method (FEM), but it is important to find other numerical solutions which are less expensive, but still accurate. To analyse metal matrix composites the RVEs are assumed to contain a ductile matrix, rigid inclusions and an interface zone where the phase debonding is modelled by a cohesive fracture model using embedded cohesive contact finite elements into the boundary element mesh. The RVE domain is discretized into cells to compute the domain integral written in terms of the inelastic forces, which have a part related to the plasticity phenomenon and another one referred to the cohesive-contact problem. The homogenized results are compared to a FEM model in order to validate the proposed formulation.
机译:基于代表体积元素(RVE)概念的基于代表体积元素(RVE)概念的基于域的异构材料的组成响应,以处理界面上的耗散现象和接口区上的相位剥离,以获得2D边界元素法(BEM)制剂。尽管制定是在多尺度框架内写入的,但在这项工作中,分析仅在微观结构水平下进行,但如果执行完全耦合的多尺度分析,计算成本变得非常昂贵。通常考虑有限元方法(FEM)来执行这种建模,但是找到更便宜但仍然准确的其他数字解决方案非常重要。为了分析金属基质复合材料,假设圆形含有延性矩阵,刚性夹杂物和界面区域,其中通过使用嵌入的粘性接触有限元件在边界元网格中通过粘性裂缝模型建模相位剥离。将RVE结构域分离为细胞以计算根据内部力的畴内整体,该内部力具有与可塑性现象有关的一部分,另一个引用粘性接触问题。将均化结果与FEM模型进行比较,以验证提出的配方。

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