[go: up one dir, main page]

Lim, 2019 - Google Patents

Metamaterials with Poisson's ratio sign toggling by means of microstructural duality

Lim, 2019

View HTML
Document ID
3085731514192664063
Author
Lim T
Publication year
Publication venue
SN Applied Sciences

External Links

Snippet

Neither positive nor negative Poisson's ratio materials are fully advantageous across a wide range of load bearing applications. In some cases, it is advantageous for structures to possess duality in material properties so as to take advantage of auxetic behavior under one …
Continue reading at link.springer.com (HTML) (other versions)

Similar Documents

Publication Publication Date Title
Lim Metamaterials with Poisson’s ratio sign toggling by means of microstructural duality
Bertoldi et al. Flexible mechanical metamaterials
Bertoldi Harnessing instabilities to design tunable architected cellular materials
Meng et al. Deployable mechanical metamaterials with multistep programmable transformation
Yu et al. Drastic tailorable thermal expansion chiral planar and cylindrical shell structures explored with finite element simulation
Barchiesi et al. Mechanical metamaterials: a state of the art
Giri et al. Controlled snapping sequence and energy absorption in multistable mechanical metamaterial cylinders
Cheung et al. Origami interleaved tube cellular materials
Zhu et al. Enhanced hexa-missing rib auxetics for achieving targeted constant NPR and in-plane isotropy at finite deformation
Lakes et al. Indentability of conventional and negative Poisson's ratio foams
Alderson et al. Auxetic materials
Grima et al. Smart hexagonal truss systems exhibiting negative compressibility through constrained angle stretching
Pal et al. Effect of large deformation pre-loads on the wave properties of hexagonal lattices
Najafi et al. Investigation on the flexural properties of sandwich beams with auxetic core
Zhang et al. A new design of dual-constituent triangular lattice metamaterial with unbounded thermal expansion
Zhang et al. Ordered deformation localization in cellular mechanical metamaterials
Mukhopadhyay et al. Mixed‐Mode Multidirectional Poisson's Ratio Modulation in Auxetic 3D Lattice Metamaterials
Lim A metamaterial with negative thermal expansivity and programmable Poisson's ratio based on rotating triangles and quivering rhombi
Stojanoska et al. Non-Hermitian planar elastic metasurface for unidirectional focusing of flexural waves
Tang et al. Wave propagation in the polymer-filled star-shaped honeycomb periodic structure
Lim A perfect 2D auxetic sliding mechanism based on an Islamic geometric pattern
Jiang et al. 3D printed tubular lattice metamaterials with engineered mechanical performance
Wang et al. A novel chiral metamaterial with multistability and programmable stiffness
Attard et al. Out-of-plane doming behaviour from constrained auxetics
Yao et al. Unexpected bending behavior of architected 2D lattice materials