Finite Element models are developed for the in-plane linear elastic constants of a family of honeycombs comprising arrays of cylinders connected by ligaments. Honeycombs having cylinders with 3, 4 and 6 ligaments attached to them are considered, with two possible configurations explored for each of the 3- (trichiral and anti-trichiral) and 4- (tetrachiral and anti-tetrachiral) connected systems. Honeycombs for each configuration have been manufactured using rapid prototyping and subsequently characterised for mechanical properties through in-plane uniaxial loading to verify the models. An interesting consequence of the family of 'chiral' honeycombs presented here is the ability to produce negative Poisson's ratio (auxetic) response. The def...
This work describes the out-of-plane linear elastic mechanical properties of trichiral, tetrachiral ...
Abstract Auxetic materials are a special case of cellular materials, which exhibit a negative Poisso...
This paper describes a numerical and experimental investigation on the flexural wave propagation pro...
Finite Element models are developed for the in-plane linear elastic constants of a family of honeyco...
AbstractThe effects of two geometric refinement strategies widespread in natural structures, chirali...
The highly symmetric hexachiral honeycomb with an isotropic Poisson's ratio of -1 is one of the earl...
Microstructured honeycomb materials may exhibit exotic, extreme and tailorable mechanical properties...
An auxetic (or negative Poisson's ratio) material expands in all directions when pulled in only one,...
This paper presents a novel honeycomb structure that exhibits a negative Poisson's ratio (NPR). In c...
In-plane dynamic crushing and energy-absorption capabilities of chiral honeycombs are studied numeri...
In this work, we explored the effect of ‘chiralisation’, i.e. the introduction of geometric chiral c...
Honeycomb structures have found numerous applications as structural and biomedical materials due to ...
Honeycomb materials have been widely used as energy absorbers in structural impact protection and it...
In view of their potential applications in sandwich structures, there has been increasing interest i...
International audienceThis paper is focused on the identification of the in-plane elastic constants ...
This work describes the out-of-plane linear elastic mechanical properties of trichiral, tetrachiral ...
Abstract Auxetic materials are a special case of cellular materials, which exhibit a negative Poisso...
This paper describes a numerical and experimental investigation on the flexural wave propagation pro...
Finite Element models are developed for the in-plane linear elastic constants of a family of honeyco...
AbstractThe effects of two geometric refinement strategies widespread in natural structures, chirali...
The highly symmetric hexachiral honeycomb with an isotropic Poisson's ratio of -1 is one of the earl...
Microstructured honeycomb materials may exhibit exotic, extreme and tailorable mechanical properties...
An auxetic (or negative Poisson's ratio) material expands in all directions when pulled in only one,...
This paper presents a novel honeycomb structure that exhibits a negative Poisson's ratio (NPR). In c...
In-plane dynamic crushing and energy-absorption capabilities of chiral honeycombs are studied numeri...
In this work, we explored the effect of ‘chiralisation’, i.e. the introduction of geometric chiral c...
Honeycomb structures have found numerous applications as structural and biomedical materials due to ...
Honeycomb materials have been widely used as energy absorbers in structural impact protection and it...
In view of their potential applications in sandwich structures, there has been increasing interest i...
International audienceThis paper is focused on the identification of the in-plane elastic constants ...
This work describes the out-of-plane linear elastic mechanical properties of trichiral, tetrachiral ...
Abstract Auxetic materials are a special case of cellular materials, which exhibit a negative Poisso...
This paper describes a numerical and experimental investigation on the flexural wave propagation pro...