2024
DOI: 10.1016/j.icarus.2024.116138
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Rotational lightcurves of Dimorphos and constraints on its post-DART impact spin state

P. Pravec,
A.J. Meyer,
P. Scheirich
et al.
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Cited by 5 publications
(7 citation statements)
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“…Thus, we suspect that the rule of the Yarkovsky effect would still be valid for tumbling components in a binary system, while a more thorough investigation is required for confirmation in the future. There is some observational evidence indicating that Dimorphos may be in some excited tumbling state (Pravec et al 2024), where the satellite's longest axis is approximately tidally locked to the direction toward the primary. Given its on average synchronous rotation, the Yarkovsky effect could be weak or even shut off in this case, but a more detailed analysis of this interesting system is needed.…”
Section: Kyrmentioning
confidence: 99%
“…Thus, we suspect that the rule of the Yarkovsky effect would still be valid for tumbling components in a binary system, while a more thorough investigation is required for confirmation in the future. There is some observational evidence indicating that Dimorphos may be in some excited tumbling state (Pravec et al 2024), where the satellite's longest axis is approximately tidally locked to the direction toward the primary. Given its on average synchronous rotation, the Yarkovsky effect could be weak or even shut off in this case, but a more detailed analysis of this interesting system is needed.…”
Section: Kyrmentioning
confidence: 99%
“…The Didymos system has arguably been better characterized after the DART impact than before, at least in terms of the secondary's lightcurve, which was not detected preimpact. Lightcurve and other observations have enabled measurements of orbital precession (Naidu et al 2024;Pravec et al 2024;Scheirich et al 2024). While an oblate shape of the components leads to prograde precession of the pericenter of the orbit, a prolate shape of a synchronously rotating component would lead to a retrograde contribution to the orbital precession (Borderies & Yoder 1990;Ćuk & Nesvorný 2010).…”
Section: Dissipation In Dimorphos After the Dart Impactmentioning
confidence: 99%
“…While an oblate shape of the components leads to prograde precession of the pericenter of the orbit, a prolate shape of a synchronously rotating component would lead to a retrograde contribution to the orbital precession (Borderies & Yoder 1990;Ćuk & Nesvorný 2010). Fitting of Dimorphos's post-DART orbit indicates that there is a substantial contribution to the orbital precession from the figure of Dimorphos (Pravec et al 2024;Scheirich et al 2024), requiring some degree of alignment of the secondary's long axis with the line between components. Pravec et al (2024) interpret the post-DART lightcurve data as implying moderate librations of Dimorphos around a synchronous state and find that an axis ratio of a/b = 1.1-1.4 for Dimorphos is consistent with the observations.…”
Section: Dissipation In Dimorphos After the Dart Impactmentioning
confidence: 99%
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