Professor Yan Chen - Frontiers of Engineering

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Origami Structure: Kinematics and Applications

Professor Yan Chen School of Mechanical Engineering Tianjin University, China http://motionstructures.tju.edu.cn [email protected]

2015

1895 http://motionstructures.tju.edu.cn/ [email protected]

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Spatial Mechanisms Deployable Structures Fundamental

Origami Structures Theory

Motion Structures

Engineering

Application Light-weight Structures

Aerospace Structures

Robotics

http://motionstructures.tju.edu.cn/ [email protected]

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Contents • Origami: Art, Mathematics, Engineering • Kinematics of rigid origami • Engineering applications of origami structures • Future development

http://motionstructures.tju.edu.cn/ [email protected]

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Origami

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Origami: Art

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Origami: Mathematics

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Origami: Engineering

You, Z. (2014). Folding structures out of flat materials. Science, 345(6197), 623-624.

Felton, S., Tolley, M., Demaine, E., Rus, D., & Wood, R. (2014). A method for building self-folding machines. Science, 345(6197), 644-646.

http://motionstructures.tju.edu.cn/ [email protected]

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Contents • Origami: Art, Mathematics, Engineering • Kinematics of rigid origami • Engineering applications of origami structures • Future development

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Rigid Origami

Rigid Origami = Mechanism Motion

Rigid origami pattern:

α + β + γ + δ = 2π

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Rigid Origami Patterns

The deformable polygons in discrete differential geometry http://motionstructures.tju.edu.cn/ [email protected]

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Rigid Origami: Planar structures

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Rigid Origami: Tubular structures

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Square-twist pattern

Conditions for square-twist pattern: π,  α12 + α 34 =   π . α= 23 41 α= 2

θ1′ = θ1. −θ 4 , θ 4′ = four-fold rotational symmetry.

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Square-twist pattern

Corresponding mechanism network of square twist pattern

Compatibility condition:

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Square -twist Pattern

0 ≤ θ M ≤ π , −π ≤ θV ≤ 0. Maekawa-Justin theorem: M − V =±2 Big-Little-Big Angle theorem

Different arrangement of Mountain-Valley fold lines

Type 1

Type 2

Type 3

Type 4

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Square -twist Pattern

Type 1

Type 2

Type 3

Type 4

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Square -twist Pattern: Type 1

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Square -twist Pattern: Type 3

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Square-twist Tessellation Crease Pattern

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Type 1

Type 2

Type 3

Type 4 http://motionstructures.tju.edu.cn/ [email protected]

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Contents • Origami: Art, Mathematics, Engineering • Kinematics of rigid origami • Engineering applications of origami structures • Future development

http://motionstructures.tju.edu.cn/ [email protected]

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Metamaterial with negative Poisson’s ratio

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Medical devices based on origami structures

Kuribayashi, K., Tsuchiya, K., You, Z., Tomus, D., Umemoto, M., Ito, T., & Sasaki, M. (2006). Self-deployable origami stent grafts as a biomedical application of Ni-rich TiNi shape memory alloy foil. Materials Science and Engineering: A, 419(1), 131-137.

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Medical devices based on origami structures NOTES: Natural Orifice Translumenal Endoscopic Surgery

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Origami structures for absorbing energy and carrying load 50 Conventional square tube Origami crash box

Force (kN)

40 30 20 10 0

0

10

20

30

40

50

60

70

80

90

Displacement (mm)

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Origami structures for absorbing energy and carrying load

http://motionstructures.tju.edu.cn/ [email protected]

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Large-scale deployable structures

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Contents • Origami: Art, Mathematics, Engineering • Kinematics of rigid origami • Engineering applications of origami structures • Future development

http://motionstructures.tju.edu.cn/ [email protected]

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Future development

Rigid origami: • Tessellation is a powerful tool in synthesis; • Kinematics of the linkages is the fundamental; • To find more new rigid origami patterns, especially with large deployable ratio. Engineering applications: • Compliant structures are the bridge; • To widen the application areas; • To enhance the advantages of origami structures. Collaboration in the interdisciplinary research!

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Acknowledgement • Professor Zhong You in University of Oxford, UK • Professor Shuxin Wang in Tianjin University, China • Professor Guoxing Lu in Nanyang Technological University, Singapore • Professor. Kaori Kuribayashi-shigetomi in Hokkaido University, Japan • Dr. Jianmin Li in Tianjin University, China • Dr. Jiayao Ma in University of Oxford, UK • Mr. Kunfeng Wang in NTU Singapore • Mr. Peng Rui and Mr. Guokai Zhang in TJU China

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Acknowledgement

http://motionstructures.tju.edu.cn/ [email protected]

32

http://motionstructures.tju.edu.cn/ [email protected]

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Professor Yan Chen - Frontiers of Engineering

Origami Structure: Kinematics and Applications Professor Yan Chen School of Mechanical Engineering Tianjin University, China http://motionstructures...

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