We propose a simple mathematical model to describe isotropic auxetic materials in the framework of the classical theory of nonlinear elasticity. The model is derived from the Blatz-Ko constitutive equation for compressible foams and makes use of a non-monotonic Poisson function. An application to the modelling of auxetic foams is considered and it is shown that the material behaviour is adequately described with only three constitutive parameters
The influence of impulse load applied for different duration on the distribution of normalised dynam...
This paper presents the development of a two-scale anisotropic hyperelastic material model whose mic...
This paper presents a critical review of the nonlinear dynamics of hyperelastic structures. Hyperela...
Structure evolution during deformation of isotropic auxetic foams is investigated by simple compress...
International audienceThe idea in this paper is to build a class of constitutive equations for highl...
A softening hyperelastic continuum model is proposed for analysis of brittle fracture. Isotropic mat...
International audienceMaterials exhibiting a negative Poisson's ratio (auxetics) have drawn attentio...
The mechanical response of a homogeneous isotropic linearly elastic material can be fully characteri...
AbstractThe present paper is focused on the development of a constitutive model for the computationa...
AbstractWe develop a model of an incompressible material which microscopic structure is formed by fl...
AbstractIn this paper, an exponential framework for strain energy density functions of elastomers an...
A hyperelastic constitutive model for compressible materials undergoing large deformations is introd...
Auxetic materials are increasingly used in the field of sports, defense, bio-medicine, and acoustic-...
Summarization: Materials with negative Poisson's ratio are characterized as auxetic materials. They ...
The influence of impulse load applied for different duration on the distribution of normalised dynam...
The influence of impulse load applied for different duration on the distribution of normalised dynam...
This paper presents the development of a two-scale anisotropic hyperelastic material model whose mic...
This paper presents a critical review of the nonlinear dynamics of hyperelastic structures. Hyperela...
Structure evolution during deformation of isotropic auxetic foams is investigated by simple compress...
International audienceThe idea in this paper is to build a class of constitutive equations for highl...
A softening hyperelastic continuum model is proposed for analysis of brittle fracture. Isotropic mat...
International audienceMaterials exhibiting a negative Poisson's ratio (auxetics) have drawn attentio...
The mechanical response of a homogeneous isotropic linearly elastic material can be fully characteri...
AbstractThe present paper is focused on the development of a constitutive model for the computationa...
AbstractWe develop a model of an incompressible material which microscopic structure is formed by fl...
AbstractIn this paper, an exponential framework for strain energy density functions of elastomers an...
A hyperelastic constitutive model for compressible materials undergoing large deformations is introd...
Auxetic materials are increasingly used in the field of sports, defense, bio-medicine, and acoustic-...
Summarization: Materials with negative Poisson's ratio are characterized as auxetic materials. They ...
The influence of impulse load applied for different duration on the distribution of normalised dynam...
The influence of impulse load applied for different duration on the distribution of normalised dynam...
This paper presents the development of a two-scale anisotropic hyperelastic material model whose mic...
This paper presents a critical review of the nonlinear dynamics of hyperelastic structures. Hyperela...