## Abstract Besides new observations, mining old photographic plates and CCD image archives represents an opportunity to recover and secure newly discovered asteroids, also to improve the orbits of Near Earth Asteroids (NEAs), Potentially Hazardous Asteroids (PHAs) and Virtual Impactors (VIs). Thes
The cool surfaces of binary near-Earth asteroids
β Scribed by Marco Delbo; Kevin Walsh; Michael Mueller; Alan W. Harris; Ellen S. Howell
- Publisher
- Elsevier Science
- Year
- 2011
- Tongue
- English
- Weight
- 487 KB
- Volume
- 212
- Category
- Article
- ISSN
- 0019-1035
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β¦ Synopsis
Here we show results from thermal-infrared observations of km-sized binary near-Earth asteroids (NEAs). We combine previously published thermal properties for NEAs with newly derived values for three binary NEAs. The g value derived from the near-Earth asteroid thermal model (NEATM) for each object is then used to estimate an average thermal inertia for the population of binary NEAs and compared against similar estimates for the population of non-binaries. We find that these objects have, in general, surface temperatures cooler than the average values for non-binary NEAs as suggested by elevated g values. We discuss how this may be evidence of higher-than-average surface thermal inertia. This latter physical parameter is a sensitive indicator of the presence or absence of regolith: bodies covered with fine regolith, such as the Earth's moon, have low thermal inertia, whereas a surface with little or no regolith displays high thermal inertia. Our results are suggestive of a binary formation mechanism capable of altering surface properties, possibly removing regolith: an obvious candidate is the YORP effect.
We present also newly determined sizes and geometric visible albedos derived from thermal-infrared observations of three binary NEAs: (5381)
π SIMILAR VOLUMES
We obtain the size and orbital distributions of near-Earth asteroids (NEAs) that are expected to be in the 1 : 1 mean motion resonance with the Earth in a steady state scenario. We predict that the number of such objects with absolute magnitudes H < 18 and H < 22 is 0.65 Β± 0.12 and 16.3 Β± 3.0, respe
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