We have developed a novel method for direct determination of the steady-sta
te rates of homogeneous nucleation. The method is applicable to studies of
crystallization, aggregation, and similar first-order phase transitions in
solutions of proteins or other soluble slow-growing materials with temperat
ure-dependent solubility. Temperature T control of the solution supersatura
tion allows fast supersaturation changes from a level inductive of nucleati
on to a level where no nucleation occurs, but existing crystals grow to det
ectable dimensions. In this way, nucleation takes place only at the first T
setting at a constant supersaturation before solution depletion due to cry
stal growth becomes significant. We use inert oil to cover nucleating solut
ions and suppress nucleation on the solution-air interface. To obtain repro
ducible statistical characteristics of the intrinsically random nucleation
process, a large number of simultaneous trials take place under identical c
onditions. First data for the nucleation of the model protein lysozyme unde
r typical crystallization conditions show that protein crystal nucleation m
ay be occurring at or even beyond the boundary of applicability of classica
l, continuum nucleation models.