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10252 Heidigraf
Koronian asteroid from the outer regions of the asteroid belt
Koronian asteroid from the outer regions of the asteroid belt
| Field | Value |
|---|---|
| minorplanet | yes |
| name | 10252 Heidigraf |
| background | #D6D6D6 |
| discovery_ref | |
| discoverer | C. J. van Houten |
| I. van Houten-G. | |
| T. Gehrels | |
| discovery_site | Palomar Obs. |
| discovered | 26 March 1971 |
| mpc_name | (10252) Heidigraf |
| alt_names | 4164 T-1 |
| named_after | Heidi Graf |
| (ESA manager) | |
| mp_category | main-belt(outer) |
| Koronis | |
| orbit_ref | |
| epoch | 23 March 2018 (JD 2458200.5) |
| uncertainty | 0 |
| observation_arc | 46.83 yr (17,106 d) |
| aphelion | 3.0525 AU |
| perihelion | 2.6524 AU |
| semimajor | 2.8524 AU |
| eccentricity | 0.0701 |
| period | 4.82 yr (1,760 d) |
| mean_anomaly | 138.89° |
| mean_motion | / day |
| inclination | 2.2591° |
| asc_node | 33.300° |
| arg_peri | 289.53° |
| mean_diameter | (calculated) |
| albedo | (assumed) |
| spectral_type | S (assumed) |
| abs_magnitude | 12.8 |
| (R) | |
| 13.2 | |
| 13.61 |
I. van Houten-G. T. Gehrels (ESA manager) Koronis
(R) 13.2 13.61
10252 Heidigraf, provisional designation , is a Koronian asteroid from the outer regions of the asteroid belt, approximately 6 km in diameter. It was discovered during the Palomar–Leiden Trojan survey on 26 March 1971, by Ingrid and Cornelis van Houten at Leiden, and Tom Gehrels at Palomar Observatory in California, United States. The likely elongated S-type asteroid has a brightness variation of 0.56 magnitude. It was named after Heidi Graf, a former Head of the ESTEC Communications Office.
Orbit and classification
Heidigraf is a core member of the Koronis family (605), a very large outer asteroid family of six thousand known members with nearly co-planar ecliptical orbits. It orbits the Sun in the outer main-belt at a distance of 2.7–3.1 AU once every 4 years and 10 months (1,760 days; semi-major axis of 2.85 AU). Its orbit has an eccentricity of 0.07 and an inclination of 2° with respect to the ecliptic. The body's observation arc begins at Palomar on 24 March 1971, two nights prior to its official discovery observation.
Palomar–Leiden Trojan survey
The survey designation "T-1" stands for the first Palomar–Leiden Trojan survey, named after the fruitful collaboration of the Palomar and Leiden Observatory in the 1960s and 1970s. Gehrels used Palomar's Samuel Oschin telescope (also known as the 48-inch Schmidt Telescope), and shipped the photographic plates to Ingrid and Cornelis van Houten at Leiden Observatory where astrometry was carried out. The trio are credited with the discovery of several thousand asteroid discoveries.
Physical characteristics
Heidigraf is an assumed stony S-type asteroid, which is the overall spectral type of the Koronis family.
Rotation period
In January 2014, astronomers at the Palomar Transient Factory observed Heidigraf photometrically in the R-band during which it showed a brightness amplitude of 0.56 magnitude, indicative for a non-spheroidal shape. However no rotational lightcurve could be constructed and its rotation period remains unknown.
Diameter and albedo
According to the survey carried out by the NEOWISE mission of NASA's Wide-field Infrared Survey Explorer, Heidigraf measures 5.782 kilometers in diameter and its surface has an albedo of 0.331 and 0.4007, respectively. The Collaborative Asteroid Lightcurve Link assumes an albedo of 0.24 and calculates a diameter of 5.15 kilometers based on an absolute magnitude of 13.61.
Naming
This minor planet was named after Heidi Graf (born 1941), former Head of the European Space Research and Technology Centre (ESTEC) Communications Office from 1977 to 2006 at the European Space Agency, ESA. The official naming citation was published by the Minor Planet Center on 9 November 2006 (M.P.C. 57950).
References
This article was imported from Wikipedia and is available under the Creative Commons Attribution-ShareAlike 4.0 License. Content has been adapted to SurfDoc format. Original contributors can be found on the article history page.
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