It is assumed that near-critical complex fluids, such as polymer and ionic
solutions, belong to the same universality class of criticality as simple f
luids. However, the range of universal critical behavior in complex fluids
is usually so small that it may not be experimentally accessible. In practi
ce, physical properties of complex fluids in the critical region often exhi
bit some kind of crossover behavior rather than universal asymptotic critic
al behavior. The character of the crossover reflects an interplay between u
niversality caused by long-range fluctuations and a specific supramolecular
structure characterized by an additional nanoscopic or mesoscopic length s
cale. When the correlation length of the critical fluctuations becomes comp
arable to this supramolecular length scale, a specific sharp and even nonmo
notonic crossover from classical (van der Waals-like) behavior to universal
asymptotic behavior is exhibited. In the region far away from the critical
point, where the correlation length is still smaller than the characterist
ic length scale, one can observe classical behavior. Ultimately, in the imm
ediate vicinity of the critical point, the correlation length becomes domin
ant and one should expect universal asymptotic behavior. Such a crossover h
as been indeed observed in polymer and ionic solutions. (C) 1999 Elsevier S
cience B.V. All rights reserved.