Nonlinear evolution of shear waves into shocks in incompressible elastic materials is investigated using the framework of large deformation elastodynamics, for a family of loadings and commonly used hyperelastic material models. Closed form expressions for the shock formation distance are derived and used to construct non-dimensional phase maps that determine regimes in which a shock can be realized. These maps reveal the sensitivity of shock evolution to the amplitude, shape, and ramp time of the loading, and to the elastic material parameters. In light of a recent study (Espindola et al., 2017), which hypothesizes that shear shock formation could play a significant role in Traumatic Brain Injury (TBI), application to brain tissue is consi...
In current Finite Element (FE) head models, brain tissue is commonly assumed to display linear visco...
We use supersonic shear wave imaging (SSI) technique to measure not only the linear but also the non...
AbstractNew concept of high-strain-rate processes in solids is developed using the nonlocal theory o...
International audienceShear waves that propagate in soft solids, such as the brain, are strongly non...
This study investigates the propagation of shock waves and self-preserving waves in soft tissues suc...
Asymptotic evolution laws for plane dilatational shock waves travelling in simple materials with mem...
The influence of nonlinearities on the propagation of stress waves through soft tissues is currently...
Shock propagation in particulate materials is governed by the nonlinear interactions between particl...
To develop protective measures for crash situations, an accurate assessment of injury risk is requir...
Annually, motor vehicle crashes world wide cause over a million fatalities and over a hundred millio...
A method is presented for determining the dynamic shear behaviour of brain tissue using a rota-tiona...
In current Finite Element (FE) head models, brain tissue is commonly assumed to display linear visco...
The brain is a complex organ and its response to the mechanical loads at all strain rates has been n...
A biomechanical model for traumatic brain injury and soft tissue damage is presented. A variational ...
International audienceIn this study, visco-hyperelastic Landau's model which is widely used in acous...
In current Finite Element (FE) head models, brain tissue is commonly assumed to display linear visco...
We use supersonic shear wave imaging (SSI) technique to measure not only the linear but also the non...
AbstractNew concept of high-strain-rate processes in solids is developed using the nonlocal theory o...
International audienceShear waves that propagate in soft solids, such as the brain, are strongly non...
This study investigates the propagation of shock waves and self-preserving waves in soft tissues suc...
Asymptotic evolution laws for plane dilatational shock waves travelling in simple materials with mem...
The influence of nonlinearities on the propagation of stress waves through soft tissues is currently...
Shock propagation in particulate materials is governed by the nonlinear interactions between particl...
To develop protective measures for crash situations, an accurate assessment of injury risk is requir...
Annually, motor vehicle crashes world wide cause over a million fatalities and over a hundred millio...
A method is presented for determining the dynamic shear behaviour of brain tissue using a rota-tiona...
In current Finite Element (FE) head models, brain tissue is commonly assumed to display linear visco...
The brain is a complex organ and its response to the mechanical loads at all strain rates has been n...
A biomechanical model for traumatic brain injury and soft tissue damage is presented. A variational ...
International audienceIn this study, visco-hyperelastic Landau's model which is widely used in acous...
In current Finite Element (FE) head models, brain tissue is commonly assumed to display linear visco...
We use supersonic shear wave imaging (SSI) technique to measure not only the linear but also the non...
AbstractNew concept of high-strain-rate processes in solids is developed using the nonlocal theory o...