3 research outputs found
Unexpected Like-Charge Self-Assembly of a Biguanide-Based Antimicrobial Polyelectrolyte
Polyelectrolyte chains dissolved
in good solvent are expected to
collapse in compact configurations in the presence of multivalent
ions. Here, we show that a weakly charged, hydrophilic polyelectrolyte
containing biguanide groups self-assembles in water also in the presence
of monovalent counterions, even at low salt concentrations. The polymer
assembles in a compact, ordered, hairpin-like shape that, with increasing
the ionic strength of the solution, can collapse further in three-
or five-folded structures. Neither water nor ions mediate the self-assembly
which, instead, is driven by the like-charge pairing of the biguanide
units. The thermodynamics of the self-assembly show that the self-association
is enthalpically driven, is isodesmic (at least at low aggregation
number), and is favored by increasing salt concentration. This unique
self-assembly behavior may be linked to the well-known polymer’s
antimicrobial properties and could help in rationalizing its biological
activity
Extended Charge-On-Particle Optimized Potentials for Liquid Simulation Acetone Model: The Case of Acetone–Water Mixtures
It is well-known
that classical molecular dynamics simulations
of acetone–water mixtures lead to a strong phase separation
when using most of the standard all-atom force fields, despite the
well-known experimental fact that acetone is miscible with water in
any proportion at room temperature. We describe here the use of a
charge-on-particle model for accounting for the induced polarization
effect in acetone–water mixtures which can solve the demixing
problem at all acetone molar fractions. The polarizability effect
is introduced by means of a virtual site (VS) on the carbonyl group
of the acetone molecule, which increases its dipole moment and leads
to a better affinity with water molecules. The VS parameter is set
by fitting the density of the mixture at different acetone molar fractions.
The main novelty of the VS approach lies on the transferability and
universality of the model because the polarizability can be controlled
without modifying the force field adopted, like previous efforts did.
The results are satisfactory also in terms of the transport properties,
that is, diffusivity and viscosity coefficients of the mixture
Solvent Structuring and Its Effect on the Polymer Structure and Processability: The Case of Water–Acetone Poly-ε-caprolactone Mixtures
One
of the most common processes to produce polymer nanoparticles
is the solvent-displacement method, in which the polymer is dissolved
in a “good” solvent and the solution is then mixed with
an “anti-solvent”. The polymer processability is therefore
determined by its structural and transport properties in solutions
of the pure solvents and at the intermediate compositions. In this
work, we focus on poly-ε-caprolactone (PCL) which is a biocompatible
polymer that finds widespread application in the pharmaceutical and
biomedical fields, performing full atomistic molecular dynamics simulations
of one PCL chain of different molecular weight in a solution of pure
acetone (good solvent), of pure water (antisolvent), and their mixtures.
Our simulations reveal that the nanostructuring of one of the solvents
in the mixture leads to an unexpected identical polymer structure
irrespectively of the concentration of the two solvents. In particular,
although in pure solvents the behavior of the polymer is, as expected,
very different, at intermediate compositions, the PCL chain shows
properties very similar to those found in pure acetone as a result
of the clustering of the acetone molecules in the vicinity of the
polymer chain. We derive an analytical expression to predict the polymer
structural properties in solution at different solvent compositions
and show that the solvent clustering affects in an unpredictable way
the polymer diffusion coefficient. These findings have important consequences
on the optimization of the nanoparticle production process and in
the implementation of continuum modeling techniques to model it