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Multiscale computational modelling of closed cell metallic foams with detailed microstructural morphological control

机译:具有详细微观结构形态控制的闭孔金属泡沫的多尺度计算模型

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摘要

This contribution addresses the multiscale computational modelling of closed cell metallic foams by means of an integrated Representative Volume Element (RVE) generation and computation strategy. The microstructural geometry is computationally generated by controlling relevant fine scale features such as the distribution of cell sizes, the spatial organization of cell sizes and that of cell wall thicknesses and curvatures. The number of faces per cell and of edges per face are also set to comply with the experimentally observed values. The computational generation of the RVE is built on three ingredients: (i) a random close inclusions packing algorithm based on random sequential addition assisted by neighbour distance control, (ii) a distance field-based shape tessellation (morphing) that allows reproducing cell wall curvatures and varying cell wall thicknesses from the inclusions packing, (iii) a close control of the shape of the cells. The RVE geometry is thus described using implicit functions, thereby allowing a seamless transition towards a recently developed mesh generation technique for heterogeneous microstructures represented by such implicit functions, enabling simulations in standard softwares. This controlled generation methodology is illustrated based on experimental data available in literature for morphological indicators relevant to the foam mechanical behaviour. A qualitative and quantitative agreement between FE results and experimental data is obtained for the mechanical response of a commercially available ALPORAS foam. The individual contribution of each microstructural feature (size distributions, wall thickness and curvatures) to the average behaviour of closed cell foams is assessed through FE computations on increasingly complex geometries. (C) 2019 Elsevier Ltd. All rights reserved.
机译:该贡献通过集成的代表体积元素(RVE)生成和计算策略解决了闭孔金属泡沫的多尺度计算建模问题。通过控制相关的精细尺度特征(例如单元大小的分布,单元大小的空间组织以及单元壁厚度和曲率的空间组织),可通过计算生成微结构几何形状。每个像元的面数和每个面的边数也应设置为符合实验观察值。 RVE的计算生成基于以下三个要素:(i)一种基于随机顺序加法的随机紧密内含物包装算法,该算法由邻居距离控制辅助,(ii)基于距离场的形状细分(变形),可再现细胞壁夹杂物填充产生的曲率和变化的孔壁厚度;(iii)紧密控制孔的形状。因此,RVE几何结构使用隐式函数进行描述,从而可以无缝过渡到由隐式函数表示的异构微结构的最新开发的网格生成技术,从而可以在标准软件中进行仿真。基于文献中可获得的与泡沫力学行为有关的形态学指标的实验数据,说明了这种受控生成方法。对于商用ALPORAS泡沫的机械响应,获得了有限元结果与实验数据之间的定性和定量一致性。通过对日益复杂的几何形状进行有限元计算,可以评估每个微结构特征(尺寸分布,壁厚和曲率)对闭孔泡沫平均性能的贡献。 (C)2019 Elsevier Ltd.保留所有权利。

著录项

  • 来源
    《International Journal of Engineering Science》 |2019年第10期|92-114|共23页
  • 作者单位

    ULB, Bldg Architecture & Town Planning Dept BATir, CP 194-02,Ave FD Roosevelt 50, B-1050 Brussels, Belgium|Univ Lisbon, Inst Super Tecn, CEris, Av Rovisco Pais, P-1049001 Lisbon, Portugal;

    ULB, Bldg Architecture & Town Planning Dept BATir, CP 194-02,Ave FD Roosevelt 50, B-1050 Brussels, Belgium;

    ULB, Bldg Architecture & Town Planning Dept BATir, CP 194-02,Ave FD Roosevelt 50, B-1050 Brussels, Belgium;

    ULB, Bldg Architecture & Town Planning Dept BATir, CP 194-02,Ave FD Roosevelt 50, B-1050 Brussels, Belgium;

    Univ Lisbon, Inst Super Tecn, CEris, Av Rovisco Pais, P-1049001 Lisbon, Portugal;

    ULB, Bldg Architecture & Town Planning Dept BATir, CP 194-02,Ave FD Roosevelt 50, B-1050 Brussels, Belgium;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Closed-cell metallic foam; Computational homogenization; RVE Generation; Automated meshing; Morphological indicators;

    机译:闭孔金属泡沫;计算均质化;rve生成;自动啮合;形态指标;

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