Add to ORKGSummary The fourth order elasticity tensor for linear elastic material of orthotropic symmetry is studied. The set of nine invariants of this tensor is proposed allowing uniquely specify the form of the tensor in any basis. The set of invariants is composed of six Kelvin moduli and three invariants of the selected orthogonal projectors. In order to derive the presented results spectral theorem for elasticity tensor as well as harmonic decomposition for the orthogonal projectors of the orthotropic stiffness tensor are used
AbstractIn solid mechanics of isotropic and anisotropic materials representing scalar-valued tensor ...
AbstractThis paper develops general invariant representations of the constitutive equations for isot...
32 pagesIn this paper, the problem of the identification of the symmetry class of a given tensor is ...
Isotropic invariants of the elasticity tensor always yield the same values no matter what coordinate...
This paper presents a theory of continuum mechanics for strongly orthotropic materials that proposes...
This dissertation presents a constitutive model for orthotropic fibre-reinforced materials, communic...
Summary Properties of the apparent stiffness tensor of bone are investigated. The computer reconstru...
In this paper, we have elaborated on the decomposition methods such as irreducible decomposition, or...
By extending and developing the characteristic notion of the classical linear elasticity initiated b...
A constitutive framework of orthotropic elastic damage in initially-isotropic materials is presented...
AbstractIn solid mechanics of isotropic and anisotropic materials representing scalar-valued tensor ...
In linear elasticity, a fourth order elasticity (stiffness) tensor of 21 independent components comp...
All procedures in the literature for decomposing symmetric second rank (stress) tensor and symmetric...
AbstractObtaining the Green tensor for the most general orthotropic medium is not generally possible...
International audienceObtaining the Green tensor for the most general orthotropic medium is not gene...
AbstractIn solid mechanics of isotropic and anisotropic materials representing scalar-valued tensor ...
AbstractThis paper develops general invariant representations of the constitutive equations for isot...
32 pagesIn this paper, the problem of the identification of the symmetry class of a given tensor is ...
Isotropic invariants of the elasticity tensor always yield the same values no matter what coordinate...
This paper presents a theory of continuum mechanics for strongly orthotropic materials that proposes...
This dissertation presents a constitutive model for orthotropic fibre-reinforced materials, communic...
Summary Properties of the apparent stiffness tensor of bone are investigated. The computer reconstru...
In this paper, we have elaborated on the decomposition methods such as irreducible decomposition, or...
By extending and developing the characteristic notion of the classical linear elasticity initiated b...
A constitutive framework of orthotropic elastic damage in initially-isotropic materials is presented...
AbstractIn solid mechanics of isotropic and anisotropic materials representing scalar-valued tensor ...
In linear elasticity, a fourth order elasticity (stiffness) tensor of 21 independent components comp...
All procedures in the literature for decomposing symmetric second rank (stress) tensor and symmetric...
AbstractObtaining the Green tensor for the most general orthotropic medium is not generally possible...
International audienceObtaining the Green tensor for the most general orthotropic medium is not gene...
AbstractIn solid mechanics of isotropic and anisotropic materials representing scalar-valued tensor ...
AbstractThis paper develops general invariant representations of the constitutive equations for isot...
32 pagesIn this paper, the problem of the identification of the symmetry class of a given tensor is ...