The Astronomical Journal · 1999 · 179 citations · 78 references
Natural SciencesAstronomyPhysicsAstrophysicsPlanetary ScienceSolar AstronomyAccretion DisksAccretion PhysicsAccretion ProcessesKuiper Belt ObjectsPlanet FormationPlanetary FormationEccentricityEccentricity EvolutionMinimum Mass Solar NebulaObjectsPlanetesimal FormationPower-law DistributionsSize Distribution ModelingTensile Strength
We describe new planetesimal accretion calculations in the Kuiper Belt that include fragmentation and velocity evolution. All models produce two power law cumulative size distributions, N_C propto r^{-q}, with q = 2.5 for radii less than 0.3-3 km and q = 3 for radii exceeding 1-3 km. The power law indices are nearly independent of the initial mass in the annulus, the initial eccentricity of the planetesimal swarm, and the initial size distribution of the planetesimal swarm. The transition between the two power laws moves to larger radii as the initial eccentricity increases. The maximum size of objects depends on their intrinsic tensile strength; Pluto formation requires a strength exceeding 300 erg per gram. Our models yield formation timescales for Pluto-sized objects of 30-40 Myr for a minimum mass solar nebula. The production of several `Plutos' and more than 10^5 50 km radius Kuiper Belt objects leaves most of the initial mass in 0.1-10 km radius objects that can be collisionally depleted over the age of the solar system. These results resolve the puzzle of large Kuiper Belt objects in a small mass Kuiper Belt.
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