The use of a neutral surfactant (Brij 35) allows us to investigate its influence upon the kinetics of the reaction
between a neutral substrate and a charged reactant. The thermodynamic description of a micellar system can
be obtained by introducing a variable of area in the expression of the internal energy. Thus, the content of
micellar solutions is separated into two components: a volume content associated with dimension 3, and an
area content associated with dimension 2. The volume is an extensive parameter and a homogeneous function
of degree unity of its content, but the area is not necessarily an extensive function and does not vary linearly
with content. In this way, we can describe the evolution of the behavior of micellar solutions when the
concentration of surfactant increases. We introduce the notion of “micellar catalysis” in terms of an increase
of the exchange rate at equilibrium, m
v
0, for the studied reaction. The formal separation of the content of the
solution into two components with different dimensions leads us to suppose a difference in reactivity. The
exchange rate associated with the content of dimension 2 equals 40 times the one associated with the content
of dimension 3.