Multi-stable origami with thick panels

<h2>Summary</h2> Multi-stable morphing structures can be self-locked and easily actuated and can generate impulsive motion, while thick-origami mechanisms have the practical combination of morphing ability and load-bearing capacity. In this paper, we combine the two and propose a method to design multi-stable thick-origami (MSTO) structures with arbitrarily prescribable stable configurations. Bi-stable degree-4 and tri-stable degree-6 vertices with the corresponding tessellations are designed, analyzed, manufactured, and tested. Compared to the original one-degree-of-freedom thick-origami mechanisms, the multi-stable/multi-compatible version in this paper has a larger design space with more achievable configurations due to the relaxation of compatibility constraints. In addition to the existent multi-stable origami designs, such as Kresling-ori and vertex-inverting locking designs, this work provides a new form of multi-stable origami with 2–3 arbitrarily prescribable stable configurations. Preliminary applications like self-locking deployable furniture and an impulsive gripper demonstrate the promising potential of engineering fields such as deployable architectures and robotic devices.

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Publication Details

Journal
Cell Reports Physical Science
Published
2025-01-27
DOI
https://doi.org/10.1016/j.xcrp.2025.102402
Citations
4
Primary Topic
Advanced Materials and Mechanics
Type
article
Field-Weighted Citation Impact
2.85
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article

Multi-stable origami with thick panels

Heming Wang, Yang Li, Tong Zhou, Ke Liu et al.
4 citations
Cell Reports Physical Science
Advanced Materials and Mechanics
2.85
article

Multi-stable origami with thick panels

Heming Wang, Yang Li, Tong Zhou, Ke Liu, Haitao Ye, Zhuangzhi Miao
article en
4 citations

Abstract

<h2>Summary</h2> Multi-stable morphing structures can be self-locked and easily actuated and can generate impulsive motion, while thick-origami mechanisms have the practical combination of morphing ability and load-bearing capacity. In this paper, we combine the two and propose a method to design multi-stable thick-origami (MSTO) structures with arbitrarily prescribable stable configurations. Bi-stable degree-4 and tri-stable degree-6 vertices with the corresponding tessellations are designed, analyzed, manufactured, and tested. Compared to the original one-degree-of-freedom thick-origami mechanisms, the multi-stable/multi-compatible version in this paper has a larger design space with more achievable configurations due to the relaxation of compatibility constraints. In addition to the existent multi-stable origami designs, such as Kresling-ori and vertex-inverting locking designs, this work provides a new form of multi-stable origami with 2–3 arbitrarily prescribable stable configurations. Preliminary applications like self-locking deployable furniture and an impulsive gripper demonstrate the promising potential of engineering fields such as deployable architectures and robotic devices.

Cell Reports Physical ScienceVol. 6(2)
National University of Singapore (SG), Chinese University of Hong Kong (HK), Peking University (CN), Wuhan University (CN)
Openalex Percentile: Top 11%
Advanced Materials and Mechanics
2.85
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Multi-stable origami with thick panels — Heming Wang, Yang Li, et al. · Cell Reports Physical Science (2025) | TGRS Research Map | TGRS