On the shape of bistable creased strips
Authors
Walker, MG
Seffen, Keith A
Change log
Abstract
We investigate the bistable behaviour of folded thin strips bent along their central crease. Making use of a simple Gauss mapping, we describe the kinematics of a hinge and facet model, which forms a discrete version of the bistable creased strip. The Gauss mapping technique is then generalised for an arbitrary number of hinge lines, which become the generators of a developable surface as the number becomes large. Predictions made for both the discrete model and the creased strip match experimental results well. This study will contribute to the understanding of shell damage mechanisms; bistable creased strips may also be used in novel multistable systems.
Publication Date
2018-03-01
Online Publication Date
2018-01-08
Acceptance Date
2017-12-27
Keywords
creasing, folding, snap-through, bistable, localisation, origami
Journal Title
Thin-Walled Structures
Journal ISSN
0263-8231
1879-3223
1879-3223
Volume Title
124
Publisher
Elsevier