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Multiscale finite element analysis of bulk nano-particle fabrication by a mechanical method

机译:机械方法制备纳米颗粒的多尺度有限元分析

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A heterogeneous multiscale finite element approach is used to study the bulk mechanical alloying (BMA) process for nano-particles. Mechanical characteristics such as the load versus displacement relations and the heterogeneous distribution of maximum principle stress are calculated from the global analysis to support the subsequent local, small-scale, analysis. A simple local quasi-microscopic analysis of a six-ball contacting problem is conducted to determine the stress distribution in a particular particle. The Griffith fracture criterion is adopted to determine whether a particle will be forced to break into smaller fragments. To simulate the mixing process in the extruding stroke, particles in each element are randomly redistributed according to the uniform random distribution rule. The volume shrinkage effect is also considered. The relationships between the particle size, the fracture stress, and the applied stress in BMA are thus established. The goal of this paper is to explore fundamental mechanism for the nano-particle formation in BMA of brittle materials such as NaCl and Li{sub}2NH.
机译:异质多尺度有限元方法用于研究纳米粒子的整体机械合金化(BMA)工艺。力学特性(例如载荷与位移的关系以及最大主应力的不均匀分布)是通过全局分析计算得出的,以支持后续的局部,小规模分析。对六球接触问题进行了简单的局部准微观分析,以确定特定颗粒中的应力分布。采用格里菲斯(Griffith)断裂准则来确定是否将迫使颗粒破碎成较小的碎片。为了模拟挤出行程中的混合过程,将根据均匀随机分布规则对每个元素中的粒子进行随机重新分布。还考虑了体积收缩效应。这样就建立了BMA中粒径,断裂应力和外加应力之间的关系。本文的目的是探索脆性材料(如NaCl和Li {sub} 2NH)在BMA中形成纳米颗粒的基本机理。

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