The effect of surfactants on the Brownian motion of macroparticles flo
ating at the liquid-gas interface is discussed. The drag force of a sp
here half immersed in a liquid containing soluble surfactants is calcu
lated. It is shown that in the cases of small disturbances in the conc
entration c is similar to (GAMMA0V/D) < c0 (c0, GAMMA0, initial equili
brium distributions; V, velocity of the sphere; D, bulk diffusion coef
ficient of the surfactant), the relative decrease of the particle mobi
lity with respect to the mobility at a surfactant-free interface is of
the order of (alphaE/Dmu) (alpha = (partial derivative GAMMA/partial
derivative c)0, coefficient of surfactant distribution; E = (-GAMMA pa
rtial derivative gamma/partial derivative GAMMA)0, Gibbs elasticity; m
u, dynamic viscosity of the fluid). The correctness of this result is
discussed and compared with some typical data from the literature.