9549 Akplatonov

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9549 Akplatonov
Discovery [1]
Discovered by N. Chernykh
L. Chernykh
Discovery site CrAO – Nauchnyj
Discovery date 19 September 1985
Designations
MPC designation 9549 Akplatonov
Named after
Aleksandr Platonov
(computational mathematician)[2]
1985 SM2 · 1981 TU1
1987 BP3 · 1992 JK3
main-belt · Eunomia[3]
Orbital characteristics[1]
Epoch 27 June 2015 (JD 2457200.5)
Uncertainty parameter 0
Observation arc 34.13 yr (12,467 days)
Aphelion 2.8892 AU
Perihelion 2.3246 AU
2.6069 AU
Eccentricity 0.1082
4.21 yr (1,537 days)
215.69°
Inclination 11.147°
235.21°
306.04°
Physical characteristics
Dimensions 8.238±0.173 km[4]
9.17 km (calculated)[3]
2.8431±0.0004 h[5]
4.7045±0.0011 h[6]
0.2854±0.0437[4]
0.21 (assumed)[3]
S[3]
12.5[1]

9549 Akplatonov, provisional designation 1985 SM2, is a stony asteroid from the middle region of the asteroid belt, about 9 kilometers in diameter. It was discovered by the couple of Soviet–Russian astronomers, Nikolai and Lyudmila Chernykh, at the Crimean Astrophysical Observatory in Nauchnyj, Crimea, on 19 September 1985.[7]

The asteroid is a member of the Eunomia family, a large group of stony S-type asteroids and the most prominent family in the intermediate main-belt. It orbits the Sun at a distance of 2.3–2.9 AU once every 4 years and 3 months (1,537 days). Its orbit shows an eccentricity of 0.11 and is tilted by 11 degrees to the plane of the ecliptic. The asteroid's rotation period amounts to 2.8 and 4.7 hours, determined by two divergent observations made in 2009 and 2011.[5][6] According to the survey carried out by the Wide-field Infrared Survey Explorer with its subsequent NEOWISE mission, the body has an albedo of 0.29, while the Collaborative Asteroid Lightcurve Link assumes a somewhat more moderate albedo of 0.21.[3][4]

The minor planet was named after Russian computational mathematician, Aleksandr Konstantinovich Platonov (b. 1931), researcher in orbital mechanics and robotics at the Keldysh Institute of Applied Mathematics since 1954. He is a pioneer in the theory and computation of satellite orbits and the control of spacecraft trajectories to the Moon and planets, as well as the motion of walking robots.[2]

References

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External links


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