[go: up one dir, main page]

Bertoldi, 2017 - Google Patents

Harnessing instabilities to design tunable architected cellular materials

Bertoldi, 2017

View PDF
Document ID
13407277814176132438
Author
Bertoldi K
Publication year
Publication venue
Annual Review of Materials Research

External Links

Snippet

Mechanical instabilities are traditionally regarded as a route toward failure. However, they can also be exploited to design architected cellular materials with tunable functionality. In this review, we focus on three examples and show that mechanical instabilities in …
Continue reading at scholar.harvard.edu (PDF) (other versions)

Similar Documents

Publication Publication Date Title
Bertoldi Harnessing instabilities to design tunable architected cellular materials
Lakes Negative-Poisson's-ratio materials: auxetic solids
Bertoldi et al. Flexible mechanical metamaterials
Grima et al. Auxetic behaviour from connected different-sized squares and rectangles
Tan et al. Novel multidirectional negative stiffness mechanical metamaterials
Dalela et al. A review on application of mechanical metamaterials for vibration control
Grima et al. On the auxetic properties of generic rotating rigid triangles
Yang et al. Multi-stable mechanical metamaterials by elastic buckling instability
Meng et al. Deployable mechanical metamaterials with multistep programmable transformation
Zadpoor Mechanical meta-materials
Valipour et al. Metamaterials and their applications: an overview
Luo et al. 3D printing of liquid crystal elastomer foams for enhanced energy dissipation under mechanical insult
Nouh et al. Periodic metamaterial plates with smart tunable local resonators
Chen et al. An autonomous programmable actuator and shape reconfigurable structures using bistability and shape memory polymers
Grima et al. Three-dimensional cellular structures with negative Poisson's ratio and negative compressibility properties
Overvelde et al. A three-dimensional actuated origami-inspired transformable metamaterial with multiple degrees of freedom
Li et al. Auxetic multiphase soft composite material design through instabilities with application for acoustic metamaterials
Lim Metamaterials with Poisson’s ratio sign toggling by means of microstructural duality
Grima et al. Smart hexagonal truss systems exhibiting negative compressibility through constrained angle stretching
Kumar et al. Recent advances in active acoustic metamaterials
Masana et al. The Kresling origami spring: a review and assessment
Bayat et al. Switching band-gaps of a phononic crystal slab by surface instability
Tang et al. Wave propagation in the polymer-filled star-shaped honeycomb periodic structure
Tan et al. Negative stiffness mechanical metamaterials: a review
Deng et al. Propagation of elastic solitons in chains of pre-deformed beams