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1665 Gaby

From Wikipedia, the free encyclopedia
Main-belt asteroid

1665 Gaby
Shape model ofGaby from itslightcurve
Discovery[1]
Discovered byK. Reinmuth
Discovery siteHeidelberg Obs.
Discovery date27 February 1930
Designations
(1665) Gaby
Named after
Gaby Reinmuth
(daughter-in-law of)
Karl Reinmuth[2]
1930 DQ · 1941 BC
1949 HS · 1951 WQ
1957 KF
main-belt · (inner)[3]
Orbital characteristics[1]
Epoch 4 September 2017 (JD 2458000.5)
Uncertainty parameter 0
Observation arc87.04 yr (31,793 days)
Aphelion2.9145AU
Perihelion1.9128 AU
2.4136 AU
Eccentricity0.2075
3.75yr (1,370 days)
165.86°
0° 15m 46.08s / day
Inclination10.835°
91.543°
5.9166°
Physical characteristics
Dimensions10.746±0.179 km[4]
10.960±0.021 km[5]
11.009 km[6]
11.01 km(taken)[3]
66±2h[7]
67.905±0.005 h[8]
67.911±0.005 h[9]
0.2532[6]
0.2681±0.0736[5]
0.278±0.049[4]
Tholen =S[1] · S[3][10]
B–V = 0.848[1]
U–B = 0.481[1]
11.85[1][5] · 11.9±0.2[3][6][11] · 12.19±0.97[10]

1665 Gaby, provisional designation1930 DQ, is a stonyasteroid and a relativelyslow rotator from the inner regions of theasteroid belt, approximately 11 kilometers in diameter. It was discovered on 27 February 1930, by German astronomerKarl Reinmuth atHeidelberg Observatory in southern Germany.[12] It was later named after Gaby Reinmuth, the discoverer's daughter-in-law.[2]

Orbit and classification

[edit]

Gaby orbits the Sun at a distance of 1.9–2.9 AU once every 3 years and 9 months (1,370 days). Its orbit has aneccentricity of 0.21 and aninclination of 11° with respect to theecliptic.[1] Noprecoveries were taken, and no prior identifications were made ofGaby. The body'sobservation arc begins 2 months after its official discovery observation at Heidelberg.[12]

Physical characteristics

[edit]

In theTholen classification,Gaby is a commonS-type asteroid.[1]

Lightcurves

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In February 2005, French amateur astronomerLaurent Bernasconi obtained a rotationallightcurve ofGaby from photometric observations. It gave arotation period of 66 hours with a brightness variation of 0.27magnitude (U=2).[7]

This is a longer-than average rotation, since most minor planets have a period between 2 and 20 hours(seelist). In 2016, concurring sidereal periods of 67.905 and 67.911 hours were obtained from modeled photometric observations derived from the Lowell Photometric Database and other sources (U=n.a.).[8][9]

Diameter and albedo

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According to the survey carried out by NASA'sWide-field Infrared Survey Explorer with its subsequentNEOWISE mission,Gaby measures between 10.75 and 11.01 kilometers in diameter, and its surface has analbedo between 0.253 and 0.278.[4][5][6] TheCollaborative Asteroid Lightcurve Link adoptsPetr Pravec's revised WISE data with an albedo of 0.2532 and a diameter of 11.01 kilometers using anabsolute magnitude of11.9±0.2.[3][6]

Naming

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Thisminor planet was named by the discoverer for his daughter-in-law, Gaby Reinmuth.[2] The officialnaming citation was published by theMinor Planet Center on 15 December 1968 (M.P.C. 2901).[13]

References

[edit]
  1. ^abcdefgh"JPL Small-Body Database Browser: 1665 Gaby (1930 DQ)" (2017-03-15 last obs.).Jet Propulsion Laboratory. Retrieved6 June 2017.
  2. ^abcSchmadel, Lutz D. (2007). "(1665) Gaby".Dictionary of Minor Planet Names – (1665) Gaby.Springer Berlin Heidelberg. p. 132.doi:10.1007/978-3-540-29925-7_1666.ISBN 978-3-540-00238-3.
  3. ^abcde"LCDB Data for (1665) Gaby". Asteroid Lightcurve Database (LCDB). Retrieved23 December 2016.
  4. ^abcMasiero, Joseph R.; Mainzer, A. K.; Grav, T.; Bauer, J. M.; Cutri, R. M.; Dailey, J.; et al. (November 2011)."Main Belt Asteroids with WISE/NEOWISE. I. Preliminary Albedos and Diameters".The Astrophysical Journal.741 (2): 20.arXiv:1109.4096.Bibcode:2011ApJ...741...68M.doi:10.1088/0004-637X/741/2/68. Retrieved23 December 2016.
  5. ^abcdMainzer, A.; Grav, T.; Masiero, J.; Hand, E.; Bauer, J.; Tholen, D.; et al. (November 2011). "NEOWISE Studies of Spectrophotometrically Classified Asteroids: Preliminary Results".The Astrophysical Journal.741 (2): 25.arXiv:1109.6407.Bibcode:2011ApJ...741...90M.doi:10.1088/0004-637X/741/2/90.
  6. ^abcdePravec, Petr; Harris, Alan W.; Kusnirák, Peter; Galád, Adrián; Hornoch, Kamil (September 2012)."Absolute magnitudes of asteroids and a revision of asteroid albedo estimates from WISE thermal observations".Icarus.221 (1):365–387.Bibcode:2012Icar..221..365P.doi:10.1016/j.icarus.2012.07.026. Retrieved23 December 2016.
  7. ^abBehrend, Raoul."Asteroids and comets rotation curves – (1665) Gaby".Geneva Observatory. Retrieved23 December 2016.
  8. ^abHanus, J.; Durech, J.; Broz, M.; Warner, B. D.; Pilcher, F.; Stephens, R.; et al. (June 2011)."A study of asteroid pole-latitude distribution based on an extended set of shape models derived by the lightcurve inversion method".Astronomy & Astrophysics.530: 16.arXiv:1104.4114.Bibcode:2011A&A...530A.134H.doi:10.1051/0004-6361/201116738. Retrieved23 December 2016.
  9. ^abHanus, J.; Durech, J.; Oszkiewicz, D. A.; Behrend, R.; Carry, B.; Delbo, M.; et al. (February 2016). "New and updated convex shape models of asteroids based on optical data from a large collaboration network".Astronomy and Astrophysics.586: 24.arXiv:1510.07422.Bibcode:2016A&A...586A.108H.doi:10.1051/0004-6361/201527441.
  10. ^abVeres, Peter; Jedicke, Robert; Fitzsimmons, Alan; Denneau, Larry; Granvik, Mikael; Bolin, Bryce; et al. (November 2015)."Absolute magnitudes and slope parameters for 250,000 asteroids observed by Pan-STARRS PS1 – Preliminary results".Icarus.261:34–47.arXiv:1506.00762.Bibcode:2015Icar..261...34V.doi:10.1016/j.icarus.2015.08.007. Retrieved23 December 2016.
  11. ^Harris, A. W.; Young, J. W.; Dockweiler, Thor; Gibson, J.; Poutanen, M.; Bowell, E. (January 1992)."Asteroid lightcurve observations from 1981".Icarus.95 (1): 115–147.ResearchsupportedbyLowellObservatoryEndowmentandNASA.Bibcode:1992Icar...95..115H.doi:10.1016/0019-1035(92)90195-D.ISSN 0019-1035. Retrieved23 December 2016.
  12. ^ab"1665 Gaby (1930 DQ)".Minor Planet Center. Retrieved23 December 2016.
  13. ^Schmadel, Lutz D. "Appendix – Publication Dates of the MPCs".Dictionary of Minor Planet Names – Addendum to Fifth Edition (2006–2008). Springer Berlin Heidelberg. p. 221.doi:10.1007/978-3-642-01965-4.ISBN 978-3-642-01964-7.

External links

[edit]
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