In recent years, there has been growing interest in the
study of
supramolecular networks obtained by self-assembly of amphiphilic molecules
due to their responsive behavior to different external stimuli. The
possibility of embedding supramolecular networks into polymer matrices
opens access to a new generation of functional polymers with great
potential for various applications. However, very little is known
about how the dynamics of the supramolecular network is affected by
diffusional and topological limitations imposed by the polymer matrix.
In this work, we investigate the behavior of supramolecular networks
embedded into a rubbery polymer. Crystallization-driven self-assembly
of a poly(ethylene-block-ethylene oxide) (PE-b-PEO) diblock copolymer was used to generate supramolecular
networks in dimethacrylate monomers, which were then photopolymerized
at room temperature. PE-b-PEO self-assembles into
nanoribbons with a semicrystalline PE core bordered by coronal chains
of PEO, and the nanoribbons, in turn, bundle into lamellar aggregates
with an average stacking period of around 45 nm. The nanoribbons are
interconnected through crystalline nodes in a 3D network structure.
Small-angle X-ray scattering experiments show that the polymer matrix
preserves the structure of the supramolecular network and avoids its
disintegration when the material is heated above the melting temperature
of PE cores. Successive self-nucleation and annealing studies reveal
that the polymer matrix does not influence the crystallization–melting
processes of PE, which take place through the interconnected cores
of the supramolecular network. In contrast, the matrix imposes strong
effects of topological confinement on the crystallization of PEO,
limiting the dimensions of the crystalline lamellae that can be formed.
Mechanical tests show that the deformation capacity of these materials
can be precisely tuned by programming the temperature within the melting
range of the supramolecular network. This behavior was also characterized
by shape memory cyclic tests.