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Microscale and mesoscale discrete models for dynamic fracture of structures built of brittle material

机译:脆性材料结构动态断裂的微观和中尺度离散模型

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摘要

In this work we present the discrete models for dynamic fracture of structures built of brittle materials. The models construction is based on Voronoi cell representation of the heterogeneous structure, with the beam lattice network used to model the cohesive and compressive forces between the neighboring cells. Each lattice component is a geometrically exact shear deformable beam which can describe large rigid body motion and the most salient fracture mechanisms. The latter can be represented through the corresponding form of the beam constitutive equations, which are derived either at microscale with random distribution of material properties or at a mesoscale with average deterministic values. The proposed models are also placed within the framework of dynamics, where special attention is paid to construct ing the lattice network mass matrix as well as the corresponding time-stepping schemes. Numerical simulations of compression and bending tests is given to illustrate the models performance.
机译:在这项工作中,我们提出了用于脆性材料构建的结构的动态断裂的离散模型。模型的构建基于异质结构的Voronoi单元表示,并且使用束晶格网络对相邻单元之间的内聚力和压缩力进行建模。每个晶格成分都是几何精确的剪切可变形梁,可以描述较大的刚体运动和最明显的断裂机理。后者可以通过梁本构方程的相应形式表示,它们可以在具有材料属性随机分布的微尺度上或在具有平均确定性值的中尺度上导出。提出的模型也被放置在动力学框架内,其中要特别注意构造晶格网络质量矩阵以及相应的时间步长方案。给出了压缩和弯曲试验的数值模拟,以说明模型的性能。

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