Rinki Imada

Rinki Imada
The University of Tokyo | Todai · Department of General Systems Studies

Master of Science
CV >> https://1drv.ms/b/s!Auc1G44Ai8iwmJd5ufZcsneO1_B5IQ

About

5
Publications
1,011
Reads
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14
Citations
Additional affiliations
November 2023 - December 2023
Harvard University
Position
  • Visiting Student
Description
  • Visited Prof. L. Mahadevan's group
April 2023 - present
The University of Tokyo
Position
  • PhD Student
Education
April 2023 - March 2026
The University of Tokyo
Field of study
  • Multidisciplinary Sciences
April 2021 - March 2023
The University of Tokyo
Field of study
  • Multidisciplinary Sciences
April 2017 - March 2021
The University of Tokyo
Field of study
  • Informatics

Publications

Publications (5)
Article
Full-text available
Folded surfaces of origami tessellations have attracted much attention because they sometimes exhibit non-trivial behaviors. It is known that cylindrical folded surfaces of waterbomb tessellation called waterbomb tube can transform into wave-like surfaces, which is a unique phenomenon not observed on other tessellations. However, the theoretical re...
Article
Full-text available
Origami tessellations, origami whose crease pattern has translational symmetries, have attracted significant attention in designing the mechanical properties of objects. Previous origami-based engineering applications have been designed based on the “uniform-folding” of origami tessellations, where the folding of each unit cell is identical. Althou...
Preprint
Full-text available
Non-periodic folding of periodic crease patterns paves the way to novel nonlinear phenomena that cannot be feasible through periodic folding. This paper focuses on the non-periodic folding of recursive crease patterns generalized from Spidron. Although it is known that the Spidron has a 1-DOF isotropic rigid folding motion, its general kinematics a...
Chapter
Folded surfaces of origami tessellations sometimes exhibit non-trivial behaviors, which have attracted much attention. The oscillation of tubular waterbomb tessellation is one example. Recently, the authors reported that the kinematics of waterbomb tube depends on the discrete dynamical system that arises from the geometric constraints between modu...
Conference Paper
Folded surfaces of origami tessellations have attracted much attention because they sometimes exhibit non-trivial behaviors. It is known that cylindrical folded surfaces of waterbomb tessellation called waterbomb tube can transform into wave-like surfaces, which is a unique phenomenon not observed on other tessellations. However, the theoretical re...

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