1089 Tama, provisional designation1927 WB, is an elongated Florianasteroid and synchronousbinary system from the inner regions of theasteroid belt, approximately 12 kilometers in diameter.
It was discovered by Japanese astronomerOkuro Oikawa at the old Tokyo Astronomical Observatory (389) on 17 November 1927.[18] The asteroid was named after theTama River in Japan.[2] Itsminor-planet moon was discovered in December 2003 and measures approximately 9 kilometers.[6]
Tama is a member of theFlora family (402), a giantasteroid family and the largest family of stony asteroids in the main-belt.[3] It is, however, a non-family asteroid from the main belt'sbackground population when applying the Hierarchical Clustering Method to its proper orbital elements.[4]
The asteroid orbits the Sun in theinner main-belt at a distance of 1.9–2.5 AU once every 3 years and 3 months (1,203 days). Its orbit has aneccentricity of 0.13 and aninclination of 4° with respect to theecliptic.[1]Tama was first identified asA894 VA atHeidelberg Observatory in November 1894. The body'sobservation arc begins with its identification asA904 VD at Heidelberg in November 1904, or 23 years prior to its official discovery observation at Tokyo.[18]
A large number of rotationallightcurves ofTama were obtained from photometric observations since it has been identified as abinary asteroid(see below). Lightcurve analysis gave arotation period between 16.4 and 16.464 hours with a brightness variation between 0.08 and 0.41magnitude (U=2-/2-3-/3), superseding a period of 4 hours from a fragmentary lightcurve obtained in the 1990s (U=1).[6][8][12][13][15]
Tama appears to be somewhat elongated in shape.[6] LCDB's consolidated result gives a period of 16.44 hours and an amplitude of 0.41 magnitude (U=3).[3]
Tamas lightcurve has also been modeled. In 2013, modelling by an international study using photometric data from theUS Naval Observatory, the Uppsala Asteroid Photometric Catalogue (UAPC) and thePalmer Divide Observatory, gave a concurring rotation period of 16.4655 hours.[16] Another modeled lightcurve using data from UAPC, thePalomar Transient Factory survey, and individual observers, gave a period of 16.4461 hours as well as twospin axes of (193.0°, 32.0°) and (9.0°, 28.0°) inecliptic coordinates (λ, β).[19]
^Hanus, J.; Durech, J.; Broz, M.; Marciniak, A.; Warner, B. D.; Pilcher, F.; et al. (March 2013). "Asteroids' physical models from combined dense and sparse photometry and scaling of the YORP effect by the observed obliquity distribution".Astronomy and Astrophysics.551: 16.arXiv:1301.6943.Bibcode:2013A&A...551A..67H.doi:10.1051/0004-6361/201220701.