The mechanical behavior of a mixture composed by an elastic solid and a fluid that exchange mass is investigated. Both the liquid flow and the solid deformation depend on how the solid phase has increased (di-minished) its mass, i.e. on the mass conversion between constituents. The model is developed introducing a decomposition of the solid phase deformation gradient. In particular, exploiting the criterion of maximiza-tion of the rate of dissipation, we determine an explicit evolution equation for the so–called growth tensor which involves directly the solid stress ten-sor. An example of a possible choice of the constitutive functions is also presented
We introduce a framework that is capable to model the appearance of mechanical stresses due to inela...
On some small scale each constituent of an immiscible mixture occupies a separate region of space. G...
Based on the Eulerian spatial averaging theory and the Muller-Liu entropy principle, a two-fluid mod...
International audienceA sponge subjected to an increase of the outside fluid pressure expands its vo...
A thermoelastic–plastic body consisting of two phases, a solid and a fluid, each comprising two cons...
In this paper a theoretical framework for the study of residual stresses in growing tissues is prese...
A chemically reacting mixture of elastic solids is considered. As a constitutive assumption, the pec...
Abstract. In this paper a theoretical framework for the study of residual stresses in growing tissue...
A continuum theory of a multiphase mixture is formulated. In the basic balance laws we introduce an ...
The emergence of residual stress as due to growth and remodeling of soft biological tissues is consi...
As an approach towards a better modelling of solidification problems, we present the basic assumptio...
Due to the character of the original source materials and the nature of batch digitization, quality ...
International audienceWe have developed an isothermal two-phase finite element code for modelling th...
Based on the Eulerian spatial averaging theory and the Muller-Liu entropy principle, a two-fluid mod...
Fluid–structure coupling is addressed through a unified equation for compressible Newtonian fluid fl...
We introduce a framework that is capable to model the appearance of mechanical stresses due to inela...
On some small scale each constituent of an immiscible mixture occupies a separate region of space. G...
Based on the Eulerian spatial averaging theory and the Muller-Liu entropy principle, a two-fluid mod...
International audienceA sponge subjected to an increase of the outside fluid pressure expands its vo...
A thermoelastic–plastic body consisting of two phases, a solid and a fluid, each comprising two cons...
In this paper a theoretical framework for the study of residual stresses in growing tissues is prese...
A chemically reacting mixture of elastic solids is considered. As a constitutive assumption, the pec...
Abstract. In this paper a theoretical framework for the study of residual stresses in growing tissue...
A continuum theory of a multiphase mixture is formulated. In the basic balance laws we introduce an ...
The emergence of residual stress as due to growth and remodeling of soft biological tissues is consi...
As an approach towards a better modelling of solidification problems, we present the basic assumptio...
Due to the character of the original source materials and the nature of batch digitization, quality ...
International audienceWe have developed an isothermal two-phase finite element code for modelling th...
Based on the Eulerian spatial averaging theory and the Muller-Liu entropy principle, a two-fluid mod...
Fluid–structure coupling is addressed through a unified equation for compressible Newtonian fluid fl...
We introduce a framework that is capable to model the appearance of mechanical stresses due to inela...
On some small scale each constituent of an immiscible mixture occupies a separate region of space. G...
Based on the Eulerian spatial averaging theory and the Muller-Liu entropy principle, a two-fluid mod...