1. HOW CAN THERE BE WATER WHEN THE GLOBE IS SPINNING AT 1000 mph
Ok, let's start with one by one question:
1. Earth rotates once every 24 hours.
It is 0.000694 RPM.
Equatorial trajectory deviation is 15 degrees per hour, which is
0.00416 degrees per second (0.25 arc minutes).
It is much
less than the turning that a train makes on curved track, or a bus on curved road.
Too small value to feel it.
1037 mph equals to 438 m/s.
(Away from the Equator this value is smaller, at poles is zero.)
Radial acceleration "a" at the Equator (reducing weight by pulling against "g") is
a = v
2 / R = 438
2 / 6 371 000 =
0.03 m/s2The "g" is acceleration at which objects fall (acceleration that produces weight).
g = 9.81 m/s
2Obviously, everything (including water) on Equator is only
a/g*100 = 0.03 / 9.81 * 100 =
0.306% lighter than it would be without the Earth's rotation.