We employ a matrix-based solver for the linear rheology of fluid-immersed disordered spring networks to reveal four distinct dynamic response regimes. One regime - completely absent in the known vacuum response - exhibits coupled fluid flow and network deformation, with both components responding nonaffinely. This regime contains an additional plateau (peak) in the frequency-dependent storage (loss) modulus - features that vanish without full hydrodynamic interactions. The mechanical response of immersed networks such as biopolymers and hydrogels is thus richer than previously established and offers additional modalities for design and control through fluid interactions.</p
We investigate creeping viscoelastic fluid flow through two-dimensional porous media consisting of r...
We reveal significant qualitative differences in the rigidity transition of three types of disordere...
When sheared, most elastic solids including metals, rubbers, and polymer gels dilate perpendicularly...
We employ a matrix-based solver for the linear rheology of fluid-immersed disordered spring networks...
We employ a matrix-based solver for the linear rheology of fluid-immersed disordered spring networks...
By combining the force-extension relation of single semiflexible polymers with a Langevin equation t...
A paradigm for internally driven matter is the active nematic liquid crystal, whereby the equations ...
Disordered fibre networks are ubiquitous in nature and have a wide range of industrial applications ...
We consider a continuum model of active viscoelastic matter, whereby an active nematic liquid crysta...
In this paper we demonstrate an unusual behavior in the shear-banded flow of a viscoelastic fluid. W...
The production rate of polymer fibers by extrusion is usually limited by the appearance of a series ...
Stiffening due to internal stress generation is of paramount importance in living systems and is the...
Non-Newtonian fluids are extensively used in enhanced oil recovery. However, understanding the flow ...
We investigate creeping viscoelastic fluid flow through two-dimensional porous media consisting of r...
We reveal significant qualitative differences in the rigidity transition of three types of disordere...
When sheared, most elastic solids including metals, rubbers, and polymer gels dilate perpendicularly...
We employ a matrix-based solver for the linear rheology of fluid-immersed disordered spring networks...
We employ a matrix-based solver for the linear rheology of fluid-immersed disordered spring networks...
By combining the force-extension relation of single semiflexible polymers with a Langevin equation t...
A paradigm for internally driven matter is the active nematic liquid crystal, whereby the equations ...
Disordered fibre networks are ubiquitous in nature and have a wide range of industrial applications ...
We consider a continuum model of active viscoelastic matter, whereby an active nematic liquid crysta...
In this paper we demonstrate an unusual behavior in the shear-banded flow of a viscoelastic fluid. W...
The production rate of polymer fibers by extrusion is usually limited by the appearance of a series ...
Stiffening due to internal stress generation is of paramount importance in living systems and is the...
Non-Newtonian fluids are extensively used in enhanced oil recovery. However, understanding the flow ...
We investigate creeping viscoelastic fluid flow through two-dimensional porous media consisting of r...
We reveal significant qualitative differences in the rigidity transition of three types of disordere...
When sheared, most elastic solids including metals, rubbers, and polymer gels dilate perpendicularly...