How does the FE model explain the presence of metors and evidence of past meteorite strikes?
in the RE model, it's fairly simple. Earth's drifting around the sun at a fairly brisk 30km/s, so any small bits of rock it encounters are going to be moving a fair bit faster than terminal velocity (We even have reliable predictions of when metor showers are going to occur, based on when the orbit of the earth intersects comet trails). As they enter the Earth's atmosphere, they're going to slow down a lot, converting all that speed into friction induced heat, burning up and leaving a glowing trail across the sky. Meteorites are much the same, except they don't completely burn up and end up leaving an impact crater instead.
This doesn't really work on a FE model though. After about 4.6 billion years of accelerating at 9.8 m/s^2, We're going at an unpleasantly large fraction of the speed of light. Thus, anything that we encounter is, relative to us, going to me moving with a very, very large amount of energy.
Some quick calculations show that if you take a 10 gram lump of rock, provide it with the energy it would get from being accelerated at 9.8 m/s^2 for 4.6 billion years (what it would be doing, relative to the earth), and then work out it's kinetic energy, it comes out at about 1 * 10^34 J, or the equivalent of 5 * 10^ 16 Tsar bombs (50,000,000,000,000,000).
And that's from 10 grams of rock.
This shows that nothing's going to be coming from space, and anything that we or NASA puts up there isn't going to move fast enough to burn up. So what is the FE explanation of such things?