2002
DOI: 10.1006/icar.2002.6928
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Collisional Spin Up of Nonspherical Asteroids

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Cited by 7 publications
(7 citation statements)
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“…Furthermore, the lunar Leonids allowed us to determine the luminous efficiency of such collision processes (Bellot Rubio, Ortiz, & Sada 2000a), and it became clear that optical flashes can be detected on a regular basis. Yanagisawa & Kisaichi (2002) have also reported impact flash observations during the 1999 Leonids, which were obtained while the meteoroid flux levels were presumably much lower than in the case of the observations reported in Dunham et al (2000) and Ortiz et al (2000). Yanagisawa & Kisaichi also reported that their impact flashes had protracted afterglows, in clear contrast to the storm observations.…”
Section: Introductionmentioning
confidence: 79%
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“…Furthermore, the lunar Leonids allowed us to determine the luminous efficiency of such collision processes (Bellot Rubio, Ortiz, & Sada 2000a), and it became clear that optical flashes can be detected on a regular basis. Yanagisawa & Kisaichi (2002) have also reported impact flash observations during the 1999 Leonids, which were obtained while the meteoroid flux levels were presumably much lower than in the case of the observations reported in Dunham et al (2000) and Ortiz et al (2000). Yanagisawa & Kisaichi also reported that their impact flashes had protracted afterglows, in clear contrast to the storm observations.…”
Section: Introductionmentioning
confidence: 79%
“…Concerning the issue of the long duration of the brightest impact flash, it is yet unclear what the physical process acting to produce such a kind of afterglow might be. Yanagisawa & Kisaichi (2002) proposed that the thermal emission No. 1, 2002 from $100 lm droplets from the lunar soil vaporized and recondensed in flight may be responsible for the protracted afterglows they recorded.…”
Section: Discussionmentioning
confidence: 99%
“…In general, small impactors produce craters on the target's surface, and deliver certain amounts of linear and angular momentum. Several studies have been devoted to the analysis of the evolution of asteroid spin rates and re‐orientations of spin directions due to non‐destructive collisions with other objects, both on the basis of theoretical analysis and by means of laboratory experiments (Dobrovolskis & Burns 1984; Fujiwara 1987; Harris 1979, 1990; Yanagisawa, Hasegawa & Shirogane 1996; Yanagisawa & Hasegawa 2000; Yanagisawa 2002). On the other hand, very little has been done so far in order to investigate the consequences of linear momentum transfer to the orbit of the target, since this has been generally assumed to be a very minor effect.…”
Section: Introductionmentioning
confidence: 99%
“…For basaltic targets they give η0 = 1.52 and ζ0 = 0.409. For sand target which could be similar to a regolith-covered asteroid, Yanagisawa (2002) gives ζ0 = 0.687. He did not obtain the η0 value and therefore he uses η0 = 0 (η = 1) for an asteroid large enough to 3 The efficiency can be larger than one because backfire ejecta carries away some momentum in the direction opposite to the projectile course.…”
Section: Angular Momentum Transfer Efficiencymentioning
confidence: 99%
“…There is also a relation between the efficiencies and the shape of the target body as described in Yanagisawa (2002). It is sufficient to consider the equations given above since the impact angle σ is different for a sphere and an ellipsoid for the same impact velocity and therefore we get different values of η and ζ for different target shapes.…”
Section: Angular Momentum Transfer Efficiencymentioning
confidence: 99%