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The eigen-solution for the micro-structure and macro-structure in non-Newtonian material

机译:非牛顿材料中微结构和宏观结构的特征溶液

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The research on the theory and application for the complex non-Newtonian properties in various testing conditions have been interesting and difficult problems, especially in the auto-crash safety engineering process. The interface structure change is concentrated at the boundary-layer leaving other part nearly unchanged. It proves the important property for the contact interface eigen-solution in the energy absorbing principal for the materials structure. It also agrees with the macro-solution in nature in the material world. In this paper, we use FEM to simulate the deformation of honeycomb (HC) structure under the condition of compression and contact to understand the related eigen-solution. After detailed analysis we may summarize the eigen-solution of the deformation. The figures show that, with different impact conditions, the honeycomb could absorb the energy by deforming the contact interface, while part of the structure that distant from the contact interface remain stable. This is consistent with the boundary-layer analysis and stochastic analysis in our previous papers.
机译:在各种测试条件下复杂非牛顿属性的理论和应用研究一直是有趣和困难的问题,特别是在自动碰撞安全工程过程中。界面结构改变集中在边界层,留下其他部分几乎不变。它证明了材料结构能量吸收主体中接触界面溶液的重要特性。它还同意物质世界中的宏观解决方案。在本文中,我们使用FEM来模拟压缩条件下蜂窝状(HC)结构的变形,以了解相关的特征溶液。详细分析后,我们可以总结变形的特征溶液。附图表明,在不同的冲击条件下,蜂窝可以通过使接触界面变形来吸收能量,而远离接触界面的结构的一部分保持稳定。这与我们之前的论文中的边界层分析和随机分析一致。

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