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Multi-Scale Modeling for Predicting the Stiffness and Strength of Hollow-Structured Metal Foams with Structural Hierarchy

机译:具有结构层次的空心结构金属泡沫的刚度和强度的多尺度建模

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摘要

This work was inspired by previous experiments which managed to establish an optimal template-dealloying route to prepare ultralow density metal foams. In this study, we propose a new analytical–numerical model of hollow-structured metal foams with structural hierarchy to predict its stiffness and strength. The two-level model comprises a main backbone and a secondary nanoporous structure. The main backbone is composed of hollow sphere-packing architecture, while the secondary one is constructed of a bicontinuous nanoporous network proposed to describe the nanoscale interactions in the shell. Firstly, two nanoporous models with different geometries are generated by Voronoi tessellation, then the scaling laws of the mechanical properties are determined as a function of relative density by finite volume simulation. Furthermore, the scaling laws are applied to identify the uniaxial compression behavior of metal foams. It is shown that the thickness and relative density highly influence the Young’s modulus and yield strength, and vacancy defect determines the foams being self-supported. The present study provides not only new insights into the mechanical behaviors of both nanoporous metals and metal foams, but also a practical guide for their fabrication and application.
机译:这项工作的灵感来自先前的实验,这些实验设法建立了一种最佳的模板脱合金途径来制备超低密度金属泡沫。在这项研究中,我们提出了一种具有结构层次的中空结构金属泡沫的新的分析-数值模型,以预测其刚度和强度。二级模型包括主骨架和二级纳米多孔结构。主要骨架由空心球堆积结构组成,而次要骨架由双连续纳米多孔网络构造,该网络被提议用来描述壳中的纳米级相互作用。首先,通过Voronoi细分生成两个具有不同几何形状的纳米多孔模型,然后通过有限体积模拟确定力学性能的缩放定律作为相对密度的函数。此外,缩放定律适用于识别金属泡沫的单轴压缩行为。结果表明,厚度和相对密度极大地影响了杨氏模量和屈服强度,空位缺陷决定了泡沫是自支撑的。本研究不仅为纳米多孔金属和泡沫金属的力学行为提供了新的见解,而且为它们的制造和应用提供了实用指南。

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