Ilmarë

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Ilmarë
B−V = 0.857±0.061
V−I = 1.266±0.052[2]
3.097±0.060

Ilmarë,

Haumea I Hiʻiaka
. Assuming that Ilmarë has the same albedo and density as Varda, Ilmarë would constitute approximately 8.4% of the system's mass, approximately 2.2×1019 kg.

Name

Names for Varda and its moon were announced on 2014 January 16. Ilmarë (Quenya:

Varda, the queen of the Valar, creator of the stars, and principal goddess of the elves in J. R. R. Tolkien's fictional mythology.[1]

Characteristics

Ilmarë and Varda are tightly bound, with a separation of about 13 Varda radii, and a consequently low angular momentum. Along with the high inclination of Varda's orbit, they are similar in this way to the Orcus–Vanth and Salacia–Actaea systems. As of 2015 two mirror orbital solutions are possible with slightly different orbital parameters. The calculated eccentricity is inconsistent with the likely age of the system, suggesting that it might be spurious, but the expected age is also contradicted by suggestions that Varda may not be tidally locked.[2]

If Ilmarë and Varda have the same albedo, Ilmarë would be 163+19
−17
 km
in radius, or approximately 8.4% the volume of Varda. If the two bodies also have the same density, Ilmarë would then have approximately 8.4% the system mass of (2.664±0.064)×1020 kg. If, however, the albedo of Varda is 50% greater than that of Ilmarë, Ilmarë would have a radius of 191+22
−21
 km
and the bulk density of the system would be 1.31+0.52
−0.36
 g/cm3
. If Ilmarë has a 50%-greater albedo, then its radius would be 137+16
−15
 km
and the bulk density would be 1.18+0.47
−0.33
 g/cm3
. Because the absolute magnitudes of the two bodies at different wavelengths are similar, it's not likely that their albedos differ by much, so Ilmarë is likely to be in this size range.[2]

Notes

  1. ^ a b If Varda and Ilmarë have equal albedos and equal densities
  2. ^ Stressed on the first syllable

References

  1. ^ a b "174567 Varda (2003 MW12)". Minor Planet Center. Retrieved 5 June 2018.
  2. ^
    S2CID 44546400
    .
  3. ^ .
  4. .