Content area

Abstract

Origami structures hold promising potential in space applications, such as ultra-large-area solar arrays, deployable space stations, and extra-terrestrial modular foldable buildings. However, the development of thick-panel origami structures has been limited, relying on a few typical origami patterns without a comprehensive design theory for multi-crease, multi-vertex thick-panel configurations. Additionally, realizing closed Polyhedra in thick-panel origami presents substantial challenges. Here, we introduce a design methodology inspired by origami and kirigami principles for one-degree-of-freedom (one-DOF) flat-foldable thick-panel origami-kirigami structures, including modular scalable arrays and closed polyhedral structures. The thick-panel origami-kirigami modular scalable arrays incorporate mixed four-crease vertices and (2n + 4)-crease vertices, enabling one-DOF flat-foldability and modular expansion of thick-panel units. The thick-panel origami-kirigami closed polyhedral structures, including tetrahedrons, square pyramids and triangular prisms, possess one-DOF inward-flat-foldability and structural closure after unfolding. This novel design framework for thick-panel origami-kirigami structures is capable of structural design from centimeter to meter scale, validated by kinematic analysis and prototype experiments.

Chong Zhao and colleagues present a novel design methodology for thick-panel origami-kirigami structures, enabling modular scalable arrays and closed polyhedral structures. This approach combines origami and kirigami principles to facilitate structural design across varying scales, supported by kinematic analysis and prototype validation.

Details

1009240
Title
One-degree-of-freedom flat-foldable thick-panel origami-kirigami structures: modular arrays and closed polyhedra
Publication title
Volume
4
Issue
1
Pages
62
Publication year
2025
Publication date
Dec 2025
Publisher
Springer Nature B.V.
Place of publication
London
Country of publication
Netherlands
Publication subject
e-ISSN
27313395
Source type
Scholarly Journal
Language of publication
English
Document type
Journal Article
Publication history
 
 
Online publication date
2025-04-01
Milestone dates
2025-03-18 (Registration); 2024-10-09 (Received); 2025-03-17 (Accepted)
Publication history
 
 
   First posting date
01 Apr 2025
ProQuest document ID
3184865953
Document URL
https://www.proquest.com/scholarly-journals/one-degree-freedom-flat-foldable-thick-panel/docview/3184865953/se-2?accountid=208611
Copyright
Copyright Springer Nature B.V. Dec 2025
Last updated
2025-04-02
Database
ProQuest One Academic