空间碎片
碎片
正确性
弹道极限
有限元法
空格(标点符号)
本构方程
极限(数学)
渗透(战争)
计算机科学
结构工程
工程类
地质学
材料科学
数学
算法
数学分析
射弹
冶金
海洋学
操作系统
运筹学
作者
Chunbo Wu,Shuai Yue,Wenhui Shi,LI Meng-sheng,Zhonghua Du,Zhi Liu
出处
期刊:Materials
[MDPI AG]
日期:2022-12-12
卷期号:15 (24): 8859-8859
被引量:9
摘要
This paper aims to study the penetration effect of harpoons on space debris to ensure the sustainable development of the space environment and solve the increasingly serious space debris problem. Firstly, a harpoon system was designed to capture space debris. Secondly, based on the Johnson–Cook dynamic constitutive model and fracture failure criterion, the finite element models of aluminum alloy plates were established. Then, the ballistic limit theory for the aluminum alloy target predicted the minimum launch velocity of the harpoon. Finally, the validation experiment was set up to verify the correctness of the model. The results show that the error between the simulation results of the speed for the harpoon embedded in the target and the theoretical results of the ballistic limit is 9.1%, which provides guidance for active space debris removal technology.
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