Nonclassical Chiral Elasticity of the Gyroid Lattice
Daniel R. Reasa, Roderic S. Lakes
Abstract
The gyroid lattice is a metamaterial which allows chirality that is tunable by geometry. Gyroid lattices were made in chiral and nonchiral form by 3D printing. The chiral lattices exhibited nonclassical elastic effects including coupling between compressive stress and torsional deformation. Gyroid lattices can approach upper bounds on elastic modulus. Effective modulus is increased by distributed moments but is, for gyroid cylinders of sufficiently small radius, softened by a surface layer of incomplete cells. Such size dependence is similar to that in foams but is unlike most lattices.
Topics & Concepts
GyroidMaterials scienceLattice (music)Elastic modulusChirality (physics)Condensed matter physicsMinimal surfaceElasticity (physics)CompressibilityDeformation (meteorology)Composite materialPhysicsCopolymerGeometryMechanicsQuantum mechanicsSymmetry breakingMathematicsChiral symmetry breakingPolymerNambu–Jona-Lasinio modelAcousticsComposite Material MechanicsCellular and Composite StructuresElasticity and Material Modeling