All giant planets in the solar system have two types of moons as defined by their orbits and mode of origin">

An in-situ formation for Triton and Nereid

Daohai Li, Apostolos Christou

crossref(2020)

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摘要
<p class="p1"><span class="s1">All giant planets in the solar system have two types of moons as defined by their orbits and mode of origin. The first type, referred to as the regular moons, has tight circular orbits close to the equatorial plane of the host, implying primordial accretion in the circum-planetary disc. The second type, called the irregular moons, in contrast, is characterised by wide, highly-eccentric and -inclined orbits and are believed to be captured by their host from heliocentric orbits through some form of dissipation.</span></p> <p class="p2">&#160;</p> <p class="p1"><span class="s1">However, the Neptunian moon Triton, 3000 km across, does not neatly fit in any of the two categories &#8212; it is orbiting the host rather close-in but in a direction opposite to the spin of Neptune. The obvious incompatibility between its retrograde orbit and an in-situ accretion origin suggests that it was captured by Neptune, for example, as a component of a binary asteroid pair. Another moon in the system, Nereid, is a distant irregular satellite. It is the largest of its kind and at the same time features the tightest and the most eccentric orbit for an irregular moon.</span></p> <p class="p2">&#160;</p> <p class="p1"><span class="s1">Here we explore an in-situ formation formation for these two moons. We assume that both initially formed as regular satellites at Neptune. Then a planetary encounter triggers an evolutionary sequence of events for these two moons towards their observed orbits. Such an encounter cannot happen in the present solar system. But rather in the early solar system, there is an instability period as envisioned by the Nice scenario. Specifically in a later version of the Nice scenario where three gas giants (IG) are initially orbiting the Sun; during the instability period the additional IG gains a significant orbital eccentricity, allowing it to encounter other planets until finally ejected. Here, we model such an encounter between a moon-bearing Neptune and an IG.</span></p> <p class="p2">&#160;</p> <p class="p1"><span class="s1">We find that during the encounter, about half of the pre-existing Neptunian moons are ejected and the surviving moons are highly excited. Among the survivors, a few per cent gain retrograde orbits (Triton analogues, TAs) while a similar fraction acquire wide, eccentric orbit (Nereid analogues, NAs). While the NAs orbits match that of Nereid quite well, those of the TAs are highly eccentric. Often the orbit of the TA intersect that of the NA; then the latter will be removed due to scattering or collision within a Myr. How can the NA survive then? A further issue is after the Neptune-IG encounter, some of the other moons may also survive. Why are these additional moons not observed today?</span></p> <p class="p2">&#160;</p> <p class="p1"><span class="s1">We find that if these moons are small, collisions between them and the TA would eliminate the former without endangering the latter. Collisions also shrink the orbit of the TA, decouple from that of NA and hence NA is protected. Finally, tides takes control and circularise TA&#8217;s orbit on Gyr timescale.</span></p> <p class="p2"><img src="data:image/png;base64, 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" alt="" /></p> <p class="p1"><span class="s1">An illustration of our model is shown in Figure 1 and an example from the numerical simulations in Figure 2. Depending on how stringently we define a TA and NA, our model has an efficiency of 10^-5 - 10^-3.</span></p> <p class="p2"><img src="data:image/png;base64, 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" alt="" /></p> <p class="p1"><span class="s1">In this in-situ formation model, Triton and Nereid accrete in the circum-planetary disk (see also, Harrington & Van Flandern, 1979, Icarus, 39, 131; Li et al. 2020, A&A, in press, doi: 10.1051/0004-6361/201936672) whereas the conventional capture model (e.g., Agnor & Hamilton, 2006, Nature, 441, 192</span><span class="s2">; </span><span class="s1">Nesvorny et al., 2007, AJ, 133, 1962) predicts that the two form in the circum-stellar disk. The environment, e.g., the temperature, in the two disks could be rather different, potentially leading to different compositional properties for example the fraction of volatiles. Hence, further observations as well as space missions would be helpful to constrain the formation path of the two moons.</span></p> <p class="p2">&#160;</p> <p class="p1"><span class="s1">Full details can be found in Li & Christou (2020, AJ, 159, 184).</span></p> <p class="p1">&#160;</p> <p class="p1"><span class="s1">The authors thank Dr. Craig B. Agnor for direct contributions to this work. DL acknowledges financial support from Knut and Alice Wallenberg Foundation (2014.0017 and 2012.0150) and from Vetenskapsr&#229;det (2017-04945). The authors also thank the Royal Physiographic Society of Lund. Astronomical research at the Armagh Observatory and Planetarium is funded by the Northern Ireland Department for Communities (DfC).</span></p>
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