OSME 7: 4 Volume 4: Engineering Two (häftad)
Format
Häftad (Paperback / softback)
Språk
Engelska
Antal sidor
388
Utgivningsdatum
2018-09-07
Förlag
Tarquin Publications
Illustrationer
168 colour illustrations
Volymtitel
4 Volume 4: Engineering Two
Dimensioner
229 x 152 x 23 mm
Vikt
640 g
Antal komponenter
1
ISBN
9781911093923

OSME 7: 4 Volume 4: Engineering Two

The proceedings from the seventh meeting of Origami, Science, Mathematics and Education

Häftad,  Engelska, 2018-09-07
276
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Origami7 is a collection of papers published for the 7th International Meeting on Origami in Science, Mathematics and Education (7OSME), held at Oxford University in the United Kingdom from September 4-7, 2018. 7OSME is the seventh conference in a series dedicated to research in the applications of origami and folding in the conference title fields, as well as in technology, design and history. There are 4 volumes in the collection: this volume and volume 3 contain papers on engineering. Papers published include research into diverse folding applications and products, adding strength to defensive shields, reinforcing tube strength, development of space sails, and the applications of folding processes to robotics. Some papers also explore the mechanical properties of the Miura fold, curved folding, and tessellations.
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Övrig information

The OSME conference is an international conference of applied and theoretical origami. The Editors are world reknowned experts in their field.

Innehållsförteckning

Producing Various Shapes of 3D Cell Co-culture Microstructures using a Single Cell Origami Technique Qian He, Takaharu Okajima, and Kaori Kuribayashi-Shigetomi Singular Behaviour on Folding Path Characterised by Rigid Foldability Analysis N. Watanabe Automated Numerical Process Chain for the Design of Folded Sandwich Cores F. Muhs, Y. Klett, P. Middendorf Spherical Image Analysis for Folding Templates D. T. Eatough, K. A. Seffen Kinematic and Kinetostatic Classification for Motion-Task-Oriented Synthesis of Folding Mechanisms J. Paris, J. Merz, H. Buffart,S. Hoffmann, J. Siebrecht, C. Weigel, M. Husing, M. Trautz, B. Corves Origami Sensitivity - On the Influence of Vertex Geometry L. Zimmermann, K. Shea, T. Stankovic On Using Tessellation Properties for the Development of Classifying Criteria for Foldable Mechanisms J. Siebrecht, G. Jacobs, C. Weigel, S. Dehn, H. Buffart, S. Hoffmann, J. Paris, M. Trautz, B. Corves Simulating Pleated Tension Folds G. Konjevod Modelling the Folding Motions of a Curved Fold Y. Watanabe, J. Mitani Fast, Interactive Origami Simulation using GPU Computation Amanda Ghassaei, Erik D. Demaine, Neil Gershenfeld Highly Efficient Nonlinear Structural Analysis of Origami Assemblages using the MERLIN2 Software Ke Liu, Glaucio H. Paulino Rigid-facet Kinematics Coupled with Finite Bending Rotation along Crease Lines R. Chudoba, K. H. Brakhage Quasi-static Crushing Behaviours of Folded Open-top Truncated Pyramid Structures with Interconnected Side Walls Zhejian Li, Wensu Chen, Hong Hao Blast Resistant Performance of Cladding with Folded Open-top Truncated Pyramid Structures as Core Zhejian Li, Wensu Chen, Hong Hao The Potential of Stress Oriented Foldings J. Musto, M. Trautz Local Actuation of Tubular Origami S. W. Grey, F. L. Scarpa, M. Schenk Elastic Buckling of Thin-walled Cylinders with Pre-embedded Diamond Patterns X. Yang, S. Zang, J. Ma, Y. Chen Reality Check - Mechanical Potential of Tessellation-based Foldcore Materials M. Grzeschik, Y. Klett, P. Middendorf Design Methods and Analysis of the Mechanical Properties of Resch Pattern Foldcores X.Y. Lv, X. Zhou The Mechanics of Metallic Folds M.G. Walker, K.A. Seffen Crease Pattern Simplification for Automatic Folding J. A. Romero, L. A. Diago, C. Nara, J. Shinoda, and I. Hagiwara Folding Fabrication of Curved-Crease Origami Spindle Beams W.Q. Cui, T. Gfeller, D. Fernando, M.T. Heitzmann, J.M. Gattas Fold Printing: Using Digital Fabrication of Multi-Materials for Advanced Origami Prototyping M. Gardiner, R. Aigner, H. Ogawa, E. Reitboeck, R. Hanlon Kirigami Fabrication of Shaped, Flat-foldable Cellular Materials based on the Tachi-Miura Polyhedron Sam Calisch, Neil Gershenfeld