The time dependence of distribution function for the system composed of material points having circular orbits at initial moment of time with and without massive central body is obtained. As a result of chaotization of orbits, a part of material points evaporates (acquires positive total energy). Dependence of the fraction of evaporated material points on the width of the disk, their mass and initial distance to the central body is obtained. Wherein, the maximum fraction of evaporated particles for the case with central body is equal to 0.4. Initial stage of evaporation of a ring of particles with a central body is a subdiffusion with the dependence of the mean square bias on time
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