The astrophysicist Neil deGrasse Tyson directly said light going from the extreme vacuum of space into our atmosphere is going to refract like light going from air into water. Do you disagree with him?
No, I do not disagree. What is said is correct. But the refraction, while *like* that for water, it about 1/1000th that for water. It is the same basic physical process, but for air the amount of bending is less than .1% as much.
The aquarium example better demonstrates my flat earth model since it includes a dense firmament above our heads.
But either way, both my flat earth model and Neil Tyson's globe earth model currently acknowledge celestial refraction.
And how much refraction is there? Give specifics. In particular, we know that the index of refraction is determined by density. So, what is the density of the air?
My main point being just because something appears directly over our heads, that doesn't mean it isn't being refracted.
Well, it means that the amount of refraction is 0. Rays close to perpendicular are those that you should be interested in if you want to discuss magnification. But the amount of refraction for them is minimal.
Do you know Snell's law?
I see the double negative now, you don't disagree with him, which means you agree with him.
So we both agree that refraction still happens at a 90 degree angle above our heads.
No. The amount of bending of a light ray that enters a medium perpendicularly, is 0. For rays close to perpendicular, the angle is approximately multiplied by the index of refraction (which is very close to 1 for air). That means that for air, the amount of bending of the light is very, very small.