2005
DOI: 10.1016/j.icarus.2004.10.026
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The fossilized size distribution of the main asteroid belt

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Cited by 535 publications
(704 citation statements)
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References 124 publications
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“…However, rather sensationally, the same analysis also shows an internal consistency of the measurements that puts an upper limit of only about 4000 years on the interval of time over which the (asteroid) parent body of the analyzed samples formed. This provides direct evidence for a very rapid planetesimal formation mechanism, consistent with recent astrophysical ideas and empirical evidence (Johansen & Lacerda 2010;Bottke et al 2005;Morbidelli et al 2009). …”
Section: Evidence From Cosmo-chemistrysupporting
confidence: 86%
“…However, rather sensationally, the same analysis also shows an internal consistency of the measurements that puts an upper limit of only about 4000 years on the interval of time over which the (asteroid) parent body of the analyzed samples formed. This provides direct evidence for a very rapid planetesimal formation mechanism, consistent with recent astrophysical ideas and empirical evidence (Johansen & Lacerda 2010;Bottke et al 2005;Morbidelli et al 2009). …”
Section: Evidence From Cosmo-chemistrysupporting
confidence: 86%
“…This calculation is complicated by the fact that any given debris particle will interact with particles with a range of sizes, with the outcomes of such collisions ranging from cratering to complete pulverisation. For this reason the collisional evolution of debris populations is often studied numerically (Thébault et al 2003;Krivov et al 2005;Bottke et al 2005). However, this is not necessary to understand what happens, because for most common assumptions about collisional outcomes, once the size distribution has reached steady state it tends to a shape that can be readily calculated (O'Brien and Greenberg 2003;Wyatt et al 2011).…”
Section: Collisional Evolutionmentioning
confidence: 99%
“…We defined the production rate of first-generation Veritas particles as P (D,t), where D is diameter and t is the elapsed time since the family formed. Motivated by results from main belt collisional evolution models 9 , we assumed P(D,t) has a segmented cumulative power-law size frequency distribution with index α 1 in the interval (Dmin,Dbreak) and α 2 in the interval (Dbreak,Dmax). We assumed that collisional and dynamical evolution causes P(D,t) to vary such that Dbreak, the diameter at which the power-law slope changes, increases with time according to: The particles were started at heliocentric distance 3.17 AU.…”
Section: Monte Carlo Dust Evolution Modelmentioning
confidence: 99%
“…The former values are shallower than the canonical value of -2.5 (ref 13) because P-R drag quickly removes small particles from the main belt, while the latter values are steeper because we need to link our size distribution to the observed members of the Veritas family while also conserving mass. We also tested values of τ decay = 0.5, 0.75, and 1 Myr, where the timescales were drawn from collision code experiments 9 .…”
Section: Monte Carlo Dust Evolution Modelmentioning
confidence: 99%