Just read a story about the 2,300+ planets thus far discovered, using the "Transit Method". This is the method where the brightness of the star lessens whenever a planet transits in front of it (from our point of view).
But it brought this thought to mind: In order for the planet to transit the star from our point of view, there is a relatively narrow window of how that planetary system must be aligned. The plane that is formed by the orbital path of the planets must be nearly coplanar to the view from Sol. Otherwise, the planets will never come between us and the distant star, no matter if there are 100 planets in that system. They will all remain undetected.
So as all these astronomers are observing all these thousands of stars, for the flicker, and eliminating the ones that come off empty... the truth appears to be that most of them could potentially still have planetary systems; given the very few degrees, out of 180, that will allow the Transit Method to work.
Does anyone have any idea of the success ratio that this method has? I mean, most of the possible orbital planes will not allow the method to work. Although it's apparently the best method available, it seems much more inefficient than I'd first considered it to be.
My non-Euclidean geometry is not quite up to par for this one.
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