1994
DOI: 10.1016/0032-0633(94)90008-6
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Wavy size distributions for collisional systems with a small-size cutoff

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Cited by 140 publications
(120 citation statements)
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“…This might influence modeling of disk's spectral properties and disk mass estimates. The pattern is well understood (Campo Bagatin et al 1994) as the result of the lower size cut-off produced by the blowout due to radiation pressure and was obtained by other models (Thébault et al 2003), too. The reported peak at a grain size twice as large as the smallest bound grains is found as well as the lack of grains 20 to 100 times as large.…”
Section: Discussionsupporting
confidence: 59%
See 1 more Smart Citation
“…This might influence modeling of disk's spectral properties and disk mass estimates. The pattern is well understood (Campo Bagatin et al 1994) as the result of the lower size cut-off produced by the blowout due to radiation pressure and was obtained by other models (Thébault et al 2003), too. The reported peak at a grain size twice as large as the smallest bound grains is found as well as the lack of grains 20 to 100 times as large.…”
Section: Discussionsupporting
confidence: 59%
“…Due to this lack of possible impactors, grains slightly above this size limit are overabundant, thereby reducing the number of grains of the next larger population, and so on. This dependence produces a well-known wavy pattern in the size or mass distribution (e.g., Campo Bagatin et al 1994;Durda & Dermott 1997;Thébault et al 2003), whose "wavelength" depends on the ratio of the average impact energy available and the impact energy Q * D needed to disrupt a given target. The first is controled by impact velocities, which depend on the disk's layout.…”
Section: Resultsmentioning
confidence: 99%
“…However, notable ripples appear near physical breaks or cutoffs. Waves in the size distribution are induced for asteroids by the transition from strength to self-gravity (Durda & Dermott 1997) and for grains above the blowout limit by the radiation pressure cutoff (Campo Bagatin et al 1994). At this lower size end, barely bound grains become overabundant because of a lack of smaller projectiles.…”
Section: Effects Of Collisionsmentioning
confidence: 99%
“…Particles with β > 0.5 are depleted by about three orders of magnitude in terms of collective cross-section. Superimposed on the power law is a well-known wave pattern related to the discontinuity in the size distribution at the blowout size (see, e.g., Campo Bagatin et al 1994;Durda & Dermott 1997;Gáspár et al 2012). The first bump (i.e., the one at β ≈ 0.5) in the size distribution at r = 30 AU does not extend far above the powerlaw prediction.…”
Section: Size Distributionmentioning
confidence: 99%