It's a simple geometric question. What's the problem?
- - - It's a simple explanation, which I've given you a couple of times already, what's the problem?
According to Tumeni/whoever, we can subtract the speed of the moon from the rotation of the earth and see that the moon's shadow is traveling from West to East at 1200 mph across the continental US.
- - - Again, NO. We subtract the speed of a point on the surface of the Earth from the speed of the Moon's shadow.
In which case, we get a scene like this:
- - - No, we do not. You've shown the Earth as un-moving. You need to show it rotating as the Moon passes between Sun and Earth
Yet the Moon does not cross in front of the Sun from West to East. It crosses in front of the Sun from East to West.
See the Aug 2017 Solar Eclipse in question: https://www.timeanddate.com/eclipse/solar/2017-august-21
The first video shows that the Moon travels from East to West across the Sun, not West to East.
There is a geometric issue with this explanation.
No, there is not an issue. The observer on the surface moves in a full circle once per day, the Moon completes its orbit once per 28 days. The Moon lags behind and hence appears to the observer to move in his sky from East to West, even though it actually moves West to East.
Once again, the Moon's shadow HAS NO ORBITAL MOVEMENT around the Earth. The Moon was seen on eclipse day to rise in the East and set in the West, but the shadow did not, because it exhibits different motion to the Moon. No orbit. No rotation. Simply a linear path across the space occupied by the Earth (or not)
This is how the shadow moves (WITHOUT showing how the Earth moves beneath it) - side to side across the Earth/Moon system, back and forth.
Not around the Earth. Max speed in the middle, zero at each extremity. Again, refer back to posts around #33 - #36