In the presence of shear flow, the constitutive equation for the diffusion flux in polymer solutions exhibits two kinds of coupling. One of these couplings comes from the viscous pressure contribution to the chemical potential, and the other one from the divergence of the viscous pressure tensor. The former contribution yields an effective diffusion coefficient depending on the viscous pressure, which may become negative in some circumstances. In such a case, an instability appears and the previously homogeneous system splits into two regions, with different solute concentrations – concentration banding. This separation depends on the polymer molecular mass and therefore it may provide a basis for the chromatographic separation of p...
We numerically investigate nonlinear regimes of shear-induced phase separation in entangled polymer ...
We considered effective diffusion, characterized by magnitudes of effective diffusion coefficients, ...
A semimicroscopic derivation is presented of equations of motion for the density and the flow veloci...
We review the basic ideas and main results of our analysis of shear-induced effects in polymer solut...
The flow-induced concentration changes in polymers are analysed using the two-fluid theory of Doi an...
A novel approach to the dynamics of dilute solutions of polymer molecules under flow conditions is p...
PACS. 83.50Jf { Extensional and combined flows. Abstract. { A correct description of phase behaviour...
Phenomenological hydrodynamic equations are proposed for entangled polymer blends as generalization ...
This is the second edition of the book “Thermodynamics of Fluids under Flow,” which was published in...
The shear-banding flow in polymer-like micellar solutions is examined here with the generalized Baut...
The shear-banding How in polymer-like micellar solutions is examined here with the generalized Bauti...
Chemically-responsive polymers are macromolecules that respond to local variations of the chemical c...
Shear-induced flow instabilities is the instability of the shear-gradient concentration coupling (SC...
Thermodynamic treatments of the phenomenon of polymer migration in inhomogeneous flows have so far a...
We present a coarse-grained model for the dynamics of living polymer solutions which explicitly incl...
We numerically investigate nonlinear regimes of shear-induced phase separation in entangled polymer ...
We considered effective diffusion, characterized by magnitudes of effective diffusion coefficients, ...
A semimicroscopic derivation is presented of equations of motion for the density and the flow veloci...
We review the basic ideas and main results of our analysis of shear-induced effects in polymer solut...
The flow-induced concentration changes in polymers are analysed using the two-fluid theory of Doi an...
A novel approach to the dynamics of dilute solutions of polymer molecules under flow conditions is p...
PACS. 83.50Jf { Extensional and combined flows. Abstract. { A correct description of phase behaviour...
Phenomenological hydrodynamic equations are proposed for entangled polymer blends as generalization ...
This is the second edition of the book “Thermodynamics of Fluids under Flow,” which was published in...
The shear-banding flow in polymer-like micellar solutions is examined here with the generalized Baut...
The shear-banding How in polymer-like micellar solutions is examined here with the generalized Bauti...
Chemically-responsive polymers are macromolecules that respond to local variations of the chemical c...
Shear-induced flow instabilities is the instability of the shear-gradient concentration coupling (SC...
Thermodynamic treatments of the phenomenon of polymer migration in inhomogeneous flows have so far a...
We present a coarse-grained model for the dynamics of living polymer solutions which explicitly incl...
We numerically investigate nonlinear regimes of shear-induced phase separation in entangled polymer ...
We considered effective diffusion, characterized by magnitudes of effective diffusion coefficients, ...
A semimicroscopic derivation is presented of equations of motion for the density and the flow veloci...