Compression behavior of novel asymmetric negative Poisson's ratio sandwich structures: theoretical, experimental, and numerical analysis

Zifan Jiang, Jili Rong*, Bohan Zhang, Peilin Zhu, Zichao Chen, Xiuyan Cheng

*Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

Abstract

Five types of re-entrant honeycomb sandwich structures—a symmetrical re-entrant honeycomb (SRH), an outward-expanding asymmetric re-entrant honeycomb (OARH), an inward-contracting asymmetric re-entrant honeycomb (IARH), and hybrid structures of OARH and IARH (HOARH and HIARH, respectively)—are developed using the 3D printing technology. A theoretical model is established to predict the plateau stress of asymmetric re-entrant honeycomb sandwich structures. The quasi-static compression behaviors of the sandwich structures under varying pressure plate conditions are investigated using experimental, finite element, and theoretical methods. Results indicate that the theoretical predictions and simulations agree well with the experimental findings. The asymmetric design enhances the mechanical performance of the sandwich structures. While the outward-expansion design enhances the mechanical properties and negative Poisson's ratio effect, the inward-contraction and hybrid asymmetric designs enhance the structural stability. The SRH, OARH, and HOARH sandwich structures experienced sliding and accelerated failure on the weaker side under inclined loading conditions, reducing their energy-absorption capacity, whereas the more stable IARH and HIARH sandwich structures were less affected. The OARH sandwich structure, with a lightweight design, exhibited the best performance under different loading conditions and improvements of 17.59 %, 89.93 %, and 23.38 % in the plateau stress, specific stiffness, and specific energy absorption, respectively, compared with the SRH sandwich structure. Parameter analyses indicate that increasing the wall thickness enhanced the load-bearing and energy absorption capacities of the OARH sandwich structure; however, the difference between its two angles should not exceed 15°. This study provides valuable guidance for the design and application of re-entrant honeycomb sandwich structures.

Original languageEnglish
Article number113530
JournalThin-Walled Structures
Volume215
DOIs
Publication statusPublished - Oct 2025
Externally publishedYes

Keywords

  • Deformation mechanism
  • Negative Poisson's ratio sandwich structure
  • Quasi-static compression
  • Theoretical analysis

Fingerprint

Dive into the research topics of 'Compression behavior of novel asymmetric negative Poisson's ratio sandwich structures: theoretical, experimental, and numerical analysis'. Together they form a unique fingerprint.

Cite this