The overall objective of this thesis is to develop accurate and rigorous constitutive formulations for the non-linear anisotropic behaviour of soft tissue (arterial) and hard tissues (trabecular bone) at large strains. The Holzapfel-Gasser-Ogden (HGO) constitutive model for anisotropic hyperelastic behaviour of collagen fibre reinforced materials was initially developed to describe the elastic properties of arterial tissue, but is now used extensively for modelling a variety of soft biological tissues. A compressible form (HGO-C model) is widely used in finite element (FE) simulations. Here, by using three simple deformations (pure dilatation, pure shear and uniaxial stretch), it is demonstrated that the compressible HGO-C formulation do...
Several constitutive models have been proposed for description of mechanical behaviour of soft tissu...
An experimental campaign consisting in uniaxial tensile tests is conducted on several bovine aorta s...
Incompressible nonlinearly hyperelastic materials are rarely simulated in finite element numerical e...
The Holzapfel–Gasser–Ogden (HGO) model for anisotropic hyperelas-tic behaviour of collagen fibre rei...
The phenomenological approach to the modelling of the mechanical response of arteries usually assume...
To determine the strain and stress in the biological soft tissues such as ligaments, tendons or arte...
In this contribution, a non-linear viscoelastic anisotropic model for soft biological tissues is pre...
International audienceConstitutive laws are fundamental to the studies of the mechanically dominated...
International audienceThis paper concerns the modeling of biological soft tissues in the framework o...
Biological soft tissue is a complex engineering material whose mechanical response is intimately con...
All constitutive models proposed during the last decades for large strain composites with hyperelast...
This paper presents the development of a two-scale anisotropic hyperelastic material model whose mic...
In this chapter the basic equations of nonlinear elasticity theory needed for the analysis of the el...
Finite element (FE) models accurately compute the mechanical response of bone and bone-like material...
In order to avoid the numerical difficulties in locally enforcing the incompressibility constraint u...
Several constitutive models have been proposed for description of mechanical behaviour of soft tissu...
An experimental campaign consisting in uniaxial tensile tests is conducted on several bovine aorta s...
Incompressible nonlinearly hyperelastic materials are rarely simulated in finite element numerical e...
The Holzapfel–Gasser–Ogden (HGO) model for anisotropic hyperelas-tic behaviour of collagen fibre rei...
The phenomenological approach to the modelling of the mechanical response of arteries usually assume...
To determine the strain and stress in the biological soft tissues such as ligaments, tendons or arte...
In this contribution, a non-linear viscoelastic anisotropic model for soft biological tissues is pre...
International audienceConstitutive laws are fundamental to the studies of the mechanically dominated...
International audienceThis paper concerns the modeling of biological soft tissues in the framework o...
Biological soft tissue is a complex engineering material whose mechanical response is intimately con...
All constitutive models proposed during the last decades for large strain composites with hyperelast...
This paper presents the development of a two-scale anisotropic hyperelastic material model whose mic...
In this chapter the basic equations of nonlinear elasticity theory needed for the analysis of the el...
Finite element (FE) models accurately compute the mechanical response of bone and bone-like material...
In order to avoid the numerical difficulties in locally enforcing the incompressibility constraint u...
Several constitutive models have been proposed for description of mechanical behaviour of soft tissu...
An experimental campaign consisting in uniaxial tensile tests is conducted on several bovine aorta s...
Incompressible nonlinearly hyperelastic materials are rarely simulated in finite element numerical e...