Polymer
brushes have wide application in surface modification.
We study dense, short polymer brushes immersed in a mixing solvent
under athermal conditions using the classical density functional theory.
The brush polymer is short so that the equilibrium behavior of the
brush deviates far from the scaling laws for infinite brush chains.
The excluded volume interaction is the only interaction in the system.
We compare the excluded volume effect of solvent molecules of different
shapes. Two types of mixing solvents are considered: solvent composed
of linear oligomers and monomers, or that of spherical particles and
monomers. The effects of grafting density, solvent molecular size,
and solvent number density on the brush height, the density profiles,
the relative excess adsorption, and the brush–solvent interface
width are systematically analyzed. In the adsorption aspect, the spherical
particles have stronger ability than the linear oligomers do to penetrate
through the brush layer and gather at the substrate. In the screening
aspect, the oligomers are more capable of screening the excluded volume
interaction between the brush chains than the spherical particles.
The brush–solvent interface width decreases monotonically with
increasing oligomer length, but it has a minimum with the increasing
spherical particle size. Our research differentiates the attractive-interaction-induced
phenomenon and the volume-exclusion-induced phenomenon in dense brush
systems and exhibits the difference in the antifouling properties
of the brushes contacting solvent molecules of different shapes.