A large deformation, coupled finite‐element (FE) model is developed to simulate the
multiphase response of soft porous materials subjected to high strain‐rate loading. The …

A continuum mixture theory is formulated for large deformations, thermal effects, phase
interactions, and degradation of soft biologic tissues suitable at high pressures and low to …

The continuum theory of mixtures is used to describe a medium consisting of a solid phase
and fluid phase, both compressible and attributed distinct deformation, temperature, entropy …

A continuum model for lung parenchyma is constructed. The model describes the
thermomechanical response over a range of loading rates—from static to dynamic to shock …

A novel thermodynamic framework for the continuum mechanical response of nonlinear
solids is described. Large deformations, nonlinear hyperelasticity, viscoelasticity, and …

Mechanical properties of traditional engineering materials are typically coupled to each
other, presenting a challenge to practitioners with multi‐dimensional material property …

A nonlinear viscoelastic model for the lung is implemented and evaluated for high-rate
loading. Principal features of the model include a closed-cell approximation of the bulk …

A finite deformation constitutive model for lung parenchyma—including stiffness
contributions from dense soft tissue, surface tension, and internal air pressure—is …

This paper presents a stabilized linear finite-element formulation for three-dimensional (3D)
elastoplastic static and dynamic coupled analyses of the soil skeleton and pore fluid. The …

A finite-strain theory of a biphasic mixture, with coupled pore fluid flow and solid skeleton
deformation, of a soft porous material has been developed for high strain-rate dynamic …