PDA

View Full Version here: : 2 Earth crossing asteroids


ricci
06-09-2010, 06:00 PM
On the day 8 September 2 asteroids, rare event, will pass between the Earth and the Moon.
The first (2010 RX30) will pass at 0.0017 A.U.; it has a diameter of 15 meters.
The second (2010 RF12) will pass at only 0.0005 A.U., but with a smaller diameter, 10m.

www.pierpaoloricci.it/news_eng.htm

renormalised
06-09-2010, 06:15 PM
Nice and close:)

sasup
09-09-2010, 07:32 AM
wish i had seen that

AdrianF
09-09-2010, 10:18 AM
Can I take my hardhat off yet?

Adrian

gaa_ian
09-09-2010, 10:19 AM
I think this is yet to happen ?
These announcements are always in US time
It is also being reported as being visable with a moderatly sized amateur telescope ???
Cheers
Ian

astroron
09-09-2010, 10:44 AM
I don't think they would be visible through the eyepiece:question:
this is from the nasa asteroide watch page
(2010 RX30) (http://ssd.jpl.nasa.gov/sbdb.cgi?sstr=2010%20RX30;orb=1) 2010-Sep-08 0.0017 0.6 9.8 m - 22 m 27.2 10.00 (2010 RF12) (http://ssd.jpl.nasa.gov/sbdb.cgi?sstr=2010%20RF12;orb=1) 2010-Sep-08 0.0005 0.2 5.8 m - 13 m 28.3 6.01 I don't know how to convert H into visual mag, but they look kind of faint
Cheers:thumbsup:

gaa_ian
09-09-2010, 11:05 AM
Seems it has already happened !
At time of closest approach for 2010 RF12 30 (2:12 p.m. PDT ), the asteroid will be approximately 49,088 miles (about 79,000 kilometers) above Antarctica.

2pm PDT Wed is about 4hrs ago !

Please correct me if I have this wrong
I am going to correct the news reports in my weekly NT wide radio spot shortly :eyepop:

Spanrz
10-09-2010, 08:02 PM
I tried to plot it's (RX30) course with elements that weren't so easy to work with.
I used Starry Night. I don't know how accurate I am, but........

By my calc's it was very close to Saturn on Wednesday and climbing. About 2-3 degrees up from Saturn now. Approx same Lat as NGC4437.

Edit: Tuesday the 14th around 6PM, it's coming up right near NGC4691 (approx 3" of separation to the northern side of NGC4697)
If I have the calc's right.