http://kepler.nasa.gov/news/nasakeplernews/index.cfm?FuseAction=ShowNews&NewsID=16
5 Hot Jupiters from just the first 6 weeks of observation data. Awesome.
5 Hot Jupiters from just the first 6 weeks of observation data. Awesome.
Other then the possibility of planets forming in the habitable zone after hot-jupiter migration, I don't really see any reason to ge excited about hot jupiters...
Not much reason to get excited about exoplanets, period. We could discover an exact clone of Earth orbiting Alpha Centauri, we'd still be helpless to get there.
As i understand it, the size of the mirror defines resolution, the fill defines brightness - a mirror with a lot of holes in it will have the same resolution as the full one, only less bright. If that is right, the problem is in holding satellites steady wrt each other, which should be doable away from major gravity sources. Beyond the belt maybe, or even Earth L5, no idea. Thus, a mirror with effective diameter in many kilometers could be made, and with proper detector, can resolve planets, no?I often wonder how exactly we could make a telescope that with direct imaging powerful enough to see extrasolar planets the same way we can see our planets with terrestrial telescopes. They'd probably have to be a multitude of satellite telescopes spread across our solar system, right? Seems like a lot of work to me. :hmm:
Why not launch an array of sattelites into Earth's L5 or something that will form a very spread interferometric telescope - like a big mirror with many holes in it. Would it resolve planets a few light years apart?
Satellites we can launch now, going to the Moon is once again a definition of impossible.Making a huge parabolic mirror out of swirling mercury in a lunar crater sounds like a much more realistic project to me.
Beyond the belt maybe, or even Earth L5, no idea. Thus, a mirror with effective diameter in many kilometers could be made, and with proper detector, can resolve planets, no?
Satellites we can launch now, going to the Moon is once again a definition of impossible.
Do they really have to be steady wrt each other? I imagine this is one of the cases where we can not provide sufficient accuracy, but can measure our inaccuracies very accurate and therefor correct for them.