Localized tension-induced giant folding in unstructured elastic sheets
Kexin Guo, Marc Su\~n\'e, Kwok Ming Li, K. Jimmy Hsia, Mingchao Liu, Dominic Vella

TL;DR
This paper reveals that localized uniaxial tension can induce giant out-of-plane folding in unstructured elastic sheets, a phenomenon previously observed mainly in structured or microscopic materials, with implications for material design.
Contribution
It demonstrates the occurrence of large transverse folding induced by small tension in unstructured elastic sheets, introducing the concept of 'localized TUG folding' and providing scaling laws validated by experiments and simulations.
Findings
Localized tension causes giant folding in elastic sheets.
Scaling laws match experimental and simulation results.
Phenomenon is generic and applicable to various materials.
Abstract
Buckling in compression is the archetype of elastic instability: when compressed along its longest dimension, a thin structure such as a playing card will buckle out-of-plane accommodating the imposed compression without a significant change of length. However, recent studies have demonstrated that tension applied to sheets with microscopic structure leads to out-of-plane deformation in applications from `groovy metasheets' for multi-stable morphing to kirigami grippers. Here, we demonstrate that this counter-intuitive behavior -- a large transverse folding induced by a relatively small imposed longitudinal tension -- occurs also in unstructured sheets of isotropic material. The key to this behavior is that a localized uniaxial tension induces giant folding; we refer to this as `localized TUG folding' to reflect the importance of localized tension and its mode of actuation. We show that…
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Taxonomy
TopicsVibration and Dynamic Analysis · Advanced Materials and Mechanics
