  The dynamical behavior of binary mixtures consisting of highly charged
colloidal particles is studied by means of Brownian dynamics simulations. We
investigate differently sized, but identically charged particles with nearly
identical interactions between all species in highly dilute suspensions.
Different short-time self-diffusion coefficients induce, mediated by
electrostatic interactions, a coupling of both self and collective dynamics of
differently sized particles: The long-time self-diffusion coefficients of a
larger species are increased by the presence of a more mobile, smaller species
and vice versa. Similar coupling effects are observed in collective dynamics
where in addition to the time constant of intermediate scattering function's
initial decay its functional form, quantified by exponents of a stretched
exponential decay, are influenced by the presence of a differently sized
species. We provide a systematic analysis of coupling effects in dependence on
the ratio of sizes, number densities, and the strength of electrostatic
interactions.
