The swelling of chemically end-grafted polystyrene brushes in a margin
al solvent is investigated as a function of molecular weight M(W), gra
fting density sigma, and solvent quality tau = (T - theta)/T by specul
ar neutron reflection and these swelling results are compared to previ
ous measurements on swollen polymer networks. This comparison is motiv
ated by the view of a polymer brush as a variety of ''gel'' where the
crosslinks (grafting points) are constrained to lie on a surface. In a
ccordance with this analogy, the temperature dependence of the brush a
nd the network swelling is found to be qualitatively similar and the r
elative degree of brush and network swelling is found to diminish with
an increase of sigma and the cross-link density nu, respectively. The
network swelling data are taken from a previous study by Zrinyi and H
orkay [1] who found an apparent universal master curve describing the
swelling of uncharged gels with temperature. An attempt to describe th
e swelling of polymer brushes having a range of molecular weights by s
imilar reduced variables led to a fairly good description of the brush
swelling data, but the scaling curves for the gels and the brushes do
not exactly coincide.