2018
DOI: 10.1016/j.icarus.2017.08.033
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Faster paleospin and deep-seated uncompensated mass as possible explanations for Ceres’ present-day shape and gravity

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Cited by 21 publications
(30 citation statements)
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“…As seen in Figure , the hydrostatic solutions from the gravity and shape are different for the present‐day rotation period. Mao and McKinnon () suggest that the gravity and topography can be both made hydrostatic at degree 2 and order 0 by changing the rotation period. In fact, the solution for the internal structure from gravity ( trueJ̄2) and shape ( Ā20) are identical for a rotation period of 8.46 h. The moment of inertia of such hydrostatic equilibrium model is smaller ( λ ≈0.353) than for the shape or gravity solutions given the present rotation rate implying stronger differentiation.…”
Section: Resultsmentioning
confidence: 99%
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“…As seen in Figure , the hydrostatic solutions from the gravity and shape are different for the present‐day rotation period. Mao and McKinnon () suggest that the gravity and topography can be both made hydrostatic at degree 2 and order 0 by changing the rotation period. In fact, the solution for the internal structure from gravity ( trueJ̄2) and shape ( Ā20) are identical for a rotation period of 8.46 h. The moment of inertia of such hydrostatic equilibrium model is smaller ( λ ≈0.353) than for the shape or gravity solutions given the present rotation rate implying stronger differentiation.…”
Section: Resultsmentioning
confidence: 99%
“…Mao and McKinnon () state that the faster rotation hydrostatic solution is applicable for modeling Ceres' internal structure if the fossil bulge is frozen in. In other words, Ceres' shape coefficient Ā20 and gravity coefficient trueJ̄2 should not have appreciably changed since the despinning event, which likely happened early in cerean history.…”
Section: Resultsmentioning
confidence: 99%
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“…In figure 20, we see the diffusion for the precession constants computed with a rotation rate that is 7% higher (Mao & McKinnon 2018), as discussed in section 3.2.4. If the early Ceres were in hydrostatic equilibrium, as supposed by Mao & McKinnon (2018), it could be in resonance with the frequencies s 1 ≈ −5.61 /yr, s C + 2(g C − g 6 ) + (g 5 − g 7 ) ≈ −6.07 /yr and s C + (3g C − 4g 6 + g 7 ) ≈ −6.39 /yr, which have weak effects on the obliquity as seen in figure 20 and the amplitudes of the oscillations of the obliquity would be similar. The events or phenomena, which would have changed its rotation rate, would not In (c) the rectangle A represents the precession constants for C ∈ [0.380 : 0.406] with a vertical red line for C = 0.393.…”
Section: Ceresmentioning
confidence: 80%