Abstract
NVT Monte Carlo simulations were used to assess the effective
interaction between pairs of colloid particles dissolved in
non-adsorbing polymer solutions. The polymers were represented as
freely-jointed-hard-sphere chains composed of 10, 20, or 30 segments.
The size of the interacting colloid particles was similar to or smaller
than the radius of gyration of the polymers.
Results show a short-range colloid-colloid depletion attraction. At low
polymer concentration, this attraction slowly decays to zero at
increasing separations. At higher polymer concentration, the depletion
attraction is coupled to a mid-range repulsion, especially for
solutions of short, stiff polymers. From the simulated forces, osmotic
second virial coefficients were computed for colloids as a function of
polymer concentration. The calculated osmotic second virial
coefficients exhibit a non-monotonic dependence on polymer
concentration, in qualitative agreement with experimental results.
The simulated colloid-colloid potentials of mean force were used,
within a perturbation theory, to calculate fluid-fluid and fluid-solid
coexistence curves. The colloids are treated as a pseudo one-component
system, and the polymers in solution are considered only through the
effective pair potential between the dissolved colloids. When long
flexible polymers are dissolved in solution, the phase diagram for
small colloid particles shows a fluid-fluid coexistence curve at low
colloid packing fraction, and a fluid-solid coexistence curve at higher
packing fraction. As the size of the colloid particles increases, the
molecular weight of the polymer decreases, or the polymer concentration
in solution increases, the fluid-fluid coexistence curve becomes
metastable with respect to the fluid-solid coexistence curve.
Original language | English |
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Pages (from-to) | 437-449 |
Number of pages | 13 |
Journal | Molecular Simulation |
Volume | 30 |
Issue number | 7 |
DOIs | |
Publication status | Published - Jun 2004 |
Keywords
- potential of mean force
- polymer flexibility
- phase diagrams
- colloid particles