选定薄壁结构的穿孔分析

A. Popławski, Weronika Piskorz
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引用次数: 0

摘要

本文对蜂窝型、矩形型和异形型三种薄壁三维结构进行了多元数值分析。在分析之前,选择了可能用于制造结构的材料。在具有先进的本构模型和失效模型的三种金属材料中,选择了最优材料。使用合适的模型可以在非常复杂的射孔过程中考虑到许多现象,这转化为所获得的数值结果的质量和准确性。主要的数值分析是在材料选择阶段之后进行的,重点是分析结构与直径为10 mm的球形式的物体穿孔过程中的强度。三个物体撞击结构的排列方式考虑了撞击位置对穿孔过程的影响。通过对球孔深度的测量和对结构冲击面积的分析,选择了强度最大的拓扑结构。在下一步中,进行了额外的数值分析以确定结构的有效性并估计其弹道极限。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Perforation analysis of selected thin-walled structures
The paper concerns multivariate numerical analyses of three thin-walled three-dimensional structures of honeycomb, rectangular and auxetic topologies. The analyses were preceded by the selection of the material from which the structures could potentially be made. The most optimal material was selected from three metallic materials for which an advanced constitutive material model and a failure model were available. The use of an appropriate model has allowed a number of phenomena to be taken into account during the very complex perforation process, which translates into the quality and accuracy of the numerical results obtained. The main numerical analyses carried out after the material selection stage, focused on the analysis of the strength of the structures in the process of their perforation with objects in the form of a ball with a diameter of 10 mm. The three objects hitting the structures were arranged in such a way as to take into account the influence of the impact location on the perforation process. Based on the measurement of the perforation depth of the balls and the analysis of the area of impact on the structure, the most strength topology was selected. In the next step, additional numerical analyses were carried out to determine the effectiveness of the structure and to estimate its ballistic limit.
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