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281 Lucretia

From Wikipedia, the free encyclopedia

281 Lucretia
A three-dimensional model of 281 Lucretia based on its lightcurve
Discovery
Discovered byJohann Palisa
Discovery date31 October 1888
Designations
Pronunciation/lˈkrʃə/
Named after
Caroline Lucretia Herschel
A888 UC, 1906 FD
1948 EK, 1984 JX
Main belt (Flora family)
Orbital characteristics[1]
Epoch 31 July 2016 (JD 2457600.5)
Uncertainty parameter 0
Observation arc126.00 yr (46020 d)
Aphelion2.47750 AU (370.629 Gm)
Perihelion1.89821 AU (283.968 Gm)
2.18786 AU (327.299 Gm)
Eccentricity0.13239
3.24 yr (1182.0 d)
161.880°
0° 18m 16.423s / day
Inclination5.30407°
31.4134°
16.7540°
Physical characteristics
Dimensions11.76±0.9 km[1]
12 km[2]
Mean density
~2.7 g/cm3[3]
0.181 d (4.348 h)[4]
0.1987±0.035[1]
0.199[2]
S[5]
12.02

281 Lucretia is an asteroid belonging to the Flora family in the Main Belt.[4] It was discovered by Austrian astronomer Johann Palisa on 31 October 1888 in Vienna, and is named after the middle name of Caroline Herschel, one of the first female astronomers.[6] Light curves of this asteroid show a synodic rotation period of 4.349±0.001 h with an amplitude of 0.3–0.4 magnitude. The spin axis appears nearly perpendicular to the ecliptic.[4]

References

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  1. 1 2 3 "281 Lucretia". JPL Small-Body Database. NASA/Jet Propulsion Laboratory. Retrieved 11 May 2016.
  2. 1 2 Supplemental IRAS Minor Planet Survey Deprecated link archived June 23, 2006, at archive.today
  3. Krasinsky, G. A.; et al. (2002). "Hidden Mass in the Asteroid Belt". Icarus. 158 (1): 98–105. Bibcode:2002Icar..158...98K. doi:10.1006/icar.2002.6837.
  4. 1 2 3 Kryszczynska, A.; et al. (October 2012). "Do Slivan states exist in the Flora family?. I. Photometric survey of the Flora region". Astronomy & Astrophysics. 546: 51. Bibcode:2012A&A...546A..72K. doi:10.1051/0004-6361/201219199. A72.
  5. "Asteroid Taxonomy". Planetary Science Institute. Retrieved 27 February 2016.
  6. Schmadel, Lutz D. (2007). "(281) Lucretia". Dictionary of Minor Planet Names – (281) Lucretia. Springer Berlin Heidelberg. p. 38. doi:10.1007/978-3-540-29925-7_282. ISBN 978-3-540-00238-3.
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