On the heels of the news last week that the Rosetta spacecraft was spotted by sky surveys and briefly named among the minor planets as 2007 VN84 came another close approach by a newly discovered near-Earth object, designated 2007 VF189, which had an orbit surprisingly similar to the Rosetta spacecraft, making a close approach to Earth (closer than the Moon, about 250,000 kilometers away) roughly six hours after Rosetta, on November 14. This is a story that has been unfolding on the Minor Planets Mailing List, and I've been watching it with interest. (A big thanks to all of the various MPML participants whose comments I'm paraphrasing below, in particular Richard Kowalski -- whose Catalina Sky Survey discovered both 2007 VN84 and 2007 VF189 -- as well as Steven Chesley and Alan Harris.)
However, Rosetta is neither a Pluto flyby nor a Mars mission; its trajectory is complex, it has already flown by Earth and Mars once each, and to set up for these flybys it has performed several long burns of its thrusters. No part of Rosetta's launch vehicle would be performing those burns, so VF189 cannot be a part of the launch vehicle. Alternatively, then, maybe something fell off the spacecraft? I think we would know if that were the case; and anyway since the mass of the spacecraft is one of the most important inputs to the calculations of all these gravity assists and trajectory correction burns, ESA sure would know if Rosetta were missing some mass.
One clue that 2007 VF189 is indeed a rock and not a spacecraft is that although Rosetta and VF189 flew past Earth within hours of each other along strikingly similar trajectories, tiny trajectory differences can turn into major orbital differences over time and space. For example, both objects had a recent encounter with Mars (Rosetta had a Mars flyby on February 25), but VF189's Mars encounter was fully five weeks later. That suggests that the close approach of VF189 to Rosetta just coincidentally happened while both were in a close approach to Earth. In fact, further investigation of the orbits showed that that was the case.
Another obvious question at the end of all this is: why not take a photo of this mysterious object with Rosetta? Well, one man's "close" is another man's "far." These two objects are "close" in terms of solar system distances -- only 0.01 AU apart -- but quite "far" from each other when it comes to snapping photos; VF189 would be far too faint for even Rosetta's sensitive cameras to spot.
As both Rosetta and VF189 are now speeding away from Earth (and also away from each other), the next obvious question to ask is: really, what are the odds that two objects on similar but not the same trajectories would have a close approach to Earth just six hours apart? Alan Harris sent a back-of-the-envelope calculation to MPML, which he kindly allowed me to repost here. (If you'd rather not read through the math, skip past the block quote and I'll deliver the punch line.)
The angle-in-the-sky difference between the two objects on their inbound trajectory is about 14 degrees, or around 0.24 radian. The area enclosed in a circle of 0.24 radian radius is 0.18 sterradian, so the probability that a random object will be that close in the sky to another object is 0.18/(4*pi) = 0.014, or about 1 in 70.
From my population and impact frequency analysis (currently a NASA report, I'll publish it eventually), an object of absolute magnitude H=28.4 or larger hits the Earth about once in 6 years. VF189 will miss by about 37 Earth radii. So the frequency with which one comes that close or closer is (37^2)/6 = 230 times a year. Actually, gravitational focusing increases impact probability over that of the Earth's physical cross section, by a factor of about 1.5, so the corrected frequency of an encounter at 37 radii is about 150 per year. So such objects are not rare at all. The difference in time between closest approaches of Rosetta and VF189 is about 0.27 days. So the probability that a rock would chance to come that close, that close in time, to Rosetta is 0.27*150/365, or about 1 in 10.
Finally, the approach velocity at a distance is about 9.4 km/sec for Rosetta and 11.5 km/sec for VF189. That's a difference of 2.1 km/sec, really much bigger than I had anticipated. Anyway, 2.1 km/sec is about 10% of the mean dispersion of approach velocities of potentially hazardous asteroids (around 20 km/sec), so the chance that it would fall within 2.1 km/sec is around 1 in 10.
So putting all this together I arrive at a probability that a random rock would happen to pass that close in time, space and velocity as the Rosetta spacecraft at
(1/70)*(1/10)*(1/10) = 1 in 7000
That's not very likely -- about equal to the chance of a Tunguska-sized impact occurring on land in the next year, but it is not absurdly unlikely either.
In the end, then, 2007 VF189 is a small, unremarkable Apollo-class object (meaning it's an Earth-orbit-crossing asteroid with an orbital period of longer than one year), and nobody would have paid much attention to it if not for last week's mixup.