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UID:23111a84491316af8521d8dcb846769c
CATEGORIES:Applied and Computational Math Seminar
CREATED:20250220T230331
SUMMARY:Curved tile origami: design and application
LOCATION:Hill 005
DESCRIPTION:<p>Origami, the art of folding paper into intricate shapes, has growing pra
 ctical applications across fields such as architectural design, therapeutic
 s, deployable space structures, antenna design, and soft robotics. One prom
 ising yet largely unexplored area is curved tile origami, which can store e
 lastic energy, offering opportunities to develop next-generation functional
  materials, structures, and actuators. In this talk I will present a genera
 l theory of curved origami and systematic design methods for constructing l
 arge-scale, complex curved origami structures. Additionally, I will present
  methods to accurately calculate the stored elastic energy and the folding 
 motions of curved origami, and I will illustrate my theoretical results by 
 presenting some complex structures I have folded. This theory has inspired 
 applications of curved origami in fields ranging from medical devices to a 
 vertical-axis wind turbine, to architected materials.</p>
CONTACT:Huan Liu (California Institute of Technology)
DTSTAMP:20260829T005055
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