Scripture:
Joshua 10:12-13 KJV
(12) Then spake Joshua to the LORD in the day when the LORD delivered up the Amorites before the children of Israel, and he said in the sight of Israel, Sun, stand thou still upon Gibeon; and thou, Moon, in the valley of Ajalon.
(13) And the sun stood still, and the moon stayed, until the people had avenged themselves upon their enemies. Is not this written in the book of Jasher? So the sun stood still in the midst of heaven, and hasted not to go down about a whole day.
Is this possible for a spinning orbiting globe earth?
With all the data you have on how a spinning orbiting globe earth functions, what would happen to earth if the sun and moon stood still for a day?
Why is this any harder for spinning, globular earth than a flat earth? Are there no side effects in this passage for a flat earth? Or is it just that the flat earth physics haven't been worked out yet?
Is it possible for the sun to "go down" with a flat earth? Some models say "no".
I worked some of this out before for a globular earth. If the earth stopped instantaneously, it would feel, at the equator, like everything that wasn't tied down suddenly was moving at 1000 miles per hour! Unless God also stopped everything at the same time. Thus, the Israelites and their enemies would both go flying through the air, or bumping along the ground. Bodies of water would slosh violently, leaving, possibly, some evidence of a flood to the east, and a smaller slosh/flood to the west. It would seem like the mediterranean Sea would flood a bunch of Canaan.
A similar thing would occur, in the reverse direction, when the earth started moving again.
But that assumes a lot. If you change it from instantaneous to something that happens over 30 minutes, for instance, the rate of the change in velocity drops dramatically--down to .5 miles per hour change per second, or .8 feet per second squared. A moving sidewalk, like at the airport, moves at around 1 to 2 feet per second. The problem here is that the initial jolt, while not as severe, would continue, like getting on to a faster moving sidewalk every second, to be felt for the next 30 minutes. But you get the picture. I think such a spreading out of the effect would be reasonable. And could be applied to both the start and end of the sun/moon-stopping effect.