Programming stiff inflatable shells from planar patterned fabrics
arXiv:2007.05594 · doi:10.1039/D0SM01041C
Abstract
Lack of stiffness often limits thin shape-shifting structures to small scales. The large in-plane transformations required to distort the metrics are indeed commonly achieved by using soft hydrogels or elastomers. We introduce here a versatile single-step method to shapeprogram stiff inflated structures, opening the door for numerous large scale applications, ranging from space deployable structures to emergency shelters. This technique relies on channel patterns obtained by heat-sealing superimposed flat quasi-inextensible fabric sheets. Inflating channels induces an anisotropic in-plane contraction and thus a possible change of Gaussian curvature. Seam lines, which act as a director field for the in-plane deformation, encode the shape of the deployed structure. We present three patterning methods to quantitatively and analytically program shells with non-Euclidean metrics. In addition to shapes, we describe with scaling laws the mechanical properties of the inflated structures. Large deployed structures can resist their weight, substantially broadening the palette of applications.
6 pages, 4 figures and Supplementary Information (14 pages, 3 figures)
References in corpus (10)
- Programming Curvature using Origami Tessellations
- Making Faces: Universal Inverse Design of Surfaces with Thin Nematic Elastomer Sheets
- Morphogenesis of growing soft tissues
- Reconfigurable Shape-Morphing Dielectric Elastomers Using Spatially Varying Electric Fields
- Algorithmic Lattice Kirigami: A Route to Pluripotent Materials
- Making the Cut: Lattice Kirigami Rules
- Geometric Mechanics of Curved Crease Origami
- Kirigami Actuators
- Curved geometries from planar director fields - Solving the two-dimensional inverse problem
- Inflationary routes to Gaussian curved topography
Cited by in corpus (8)
- Strain compatibility and gradient elasticity in morphing origami metamaterials
- Effective continuum models for the buckling of non-periodic architected sheets that display quasi-mechanism behaviors
- Inflationary routes to Gaussian curved topography
- Twisting instabilities in elastic ribbons with inhomogeneous pre-stress: a macroscopic analog of thermodynamic phase transition
- Viscoelastic dynamics of a soft strip subject to a large deformation
- Mechanics of pressurized cellular sheets
- You Have to Grow Wefts to Fold Them
- Flow network controlled shape transformation of a thin membrane through differential fluid storage and surface expansion