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斜向低速冲击载荷下多边形旋转拼接折纸管耐撞性研究

滕晨皓 刘坤澎 宋志博 陈家玉 周才华 涂昕昊 朱冬妹

应用数学和力学2025,Vol.46Issue(5):633-649,17.
应用数学和力学2025,Vol.46Issue(5):633-649,17.DOI:10.21656/1000-0887.450336

斜向低速冲击载荷下多边形旋转拼接折纸管耐撞性研究

Crashworthiness of Polygonal Rotary Splicing Origami Tubes Under Oblique Low-Speed Impact Loads

滕晨皓 1刘坤澎 1宋志博 1陈家玉 1周才华 1涂昕昊 2朱冬妹3

作者信息

  • 1. 大连理工大学力学与航空航天学院,辽宁 大连 416000
  • 2. 比亚迪股份有限公司,广东 深圳 518000
  • 3. 北京星航机电装备有限公司,北京 100074
  • 折叠

摘要

Abstract

To improve the crashworthiness of automotive collision energy absorption boxes under oblique im-pact loads,a new-type origami tube with a polygonal rotary splicing origami pattern was designed based on conventional square tubes.The drop hammer impact experiment and numerical simulation analysis were con-ducted to prove the excellent crashworthiness of the new-type origami tube compared with the conventional square tube under impact load,with a high-crashworthiness diamond pattern finally produced.Additionally,the effects of geometric parameters on the crashworthiness of the new-type origami tubes were studied at different impact angles.The numerical results show that,the changes of the crease height ratios,length ratios and width-to-thickness ratios of the origami tube significantly affect the crashworthiness,and lead to different de-formation modes.Under different impact angles,average force Fave and initial peak force Fmax of the new-type o-rigami tube gradually decrease with the increase of impact angle θ,but the decline trend of Fmax is more signifi-cant than that of Fave,and the origami tube still shows a relatively high crush load efficiency under different im-pact angles,to further verify that the polygonal rotary splicing origami tube has excellent oblique impact energy absorption performance.

关键词

斜向冲击/薄壁结构/折纸设计/耐撞性

Key words

oblique impact/thin-walled structure/origami design/crashworthiness

分类

力学

引用本文复制引用

滕晨皓,刘坤澎,宋志博,陈家玉,周才华,涂昕昊,朱冬妹..斜向低速冲击载荷下多边形旋转拼接折纸管耐撞性研究[J].应用数学和力学,2025,46(5):633-649,17.

基金项目

国家自然科学基金(面上项目)(12472378) (面上项目)

国家自然科学基金青年科学基金(12302465) (12302465)

应用数学和力学

OA北大核心

1000-0887

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