Self-diffusion in dense two-dimensional liquids consisting of mixtures
of soft disks is studied using constant-temperature-constant-pressure
molecular dynamics simulations. At low solute concentrations, both th
e solute and solvent diffusion constants are found to exhibit a nonmon
otonic dependence on the solute diameter. The anomalously high diffusi
on of the solute is shown to arise from the disruption of the local so
lvent structure and the resulting increase in the solvent mobility.