A mean-field equilibrium theory for reversible network formation due to heterotypic pairwise
interactions in mixtures of associative polymers is extended via a weak inhomogeneity …

Cocontinuous polymeric nanostructures have garnered significant interest due to their ability
to combine different properties of two separate polymer domains. Randomly linked …

Randomly end-linked copolymer networks (RECNs) provide a robust route to cocontinuous
nanoscale structures, yielding opportunities to integrate desirable and distinct properties of …

A generalized self-consistent field approach for polymer networks with a fixed topology is
developed.<? format?> It is shown that the theory reproduces the localization of cross-links …

The polymer systems are discussed in the framework of the Landau‐Ginzburg model. The
model is derived from the mesoscopic Edwards Hamiltonian via the conditional partition …

Polymer blends, mixtures, or block copolymers can be cross-linked in a homogeneous state
forming a multicomponent network. Upon cooling such network, the repulsion between …

We present large scale Monte Carlo simulations of polymer blends, cross-linked in the
absence of interactions and quenched into the two-phase region. Our results show, in …

A mean field theoretical model is developed to investigate the porosity of cross-linked
copolymer networks formed by polycondensation. It is found that cross-linking induces …

We consider here a polymer blend made of two crosslinked polymers A and B of different
chemical nature, in the presence of a common solvent assumed to be good for both species …

We consider a microscopic model of a polymer blend that is prone to phase separation.
Permanent cross-links are introduced between randomly chosen pairs of monomers, drawn …