If Saturn were to spin too fast, its shape would become more oblate, meaning it would bulge at the equator and flatten at the poles due to centrifugal force. This distortion occurs because the planet's rotation counteracts the force of gravity, allowing the equatorial region to expand. If the spin rate exceeded a certain threshold, it could lead to structural instability, potentially resulting in the loss of material from the equator. However, Saturn's current rotation rate is well within the limits of its structural integrity.
IT'S SHAPE FLATENS and hardens
Because of Earth's shape and the fact that it spins with a tilted axis as it orbits the Sun.
Twice in every orbital rotation of Saturn, its rings appear edge-on to us and become invisible. That happens about every 15 years.
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IT'S SHAPE FLATENS and hardens
the top and bottom flattens out
The fast rotation flattens it, making the shape an ellipsoid rather than a sphere - which would be its shape if it didn't rotate at all.The same happens to Earth, as well, but to a lesser degree.
The fast rotation flattens it, making the shape an ellipsoid rather than a sphere - which would be its shape if it didn't rotate at all.The same happens to Earth, as well, but to a lesser degree.
when superman spins the world backwards it basically reverses time
If Saturn were to spin too fast, its shape would become more oblate, meaning it would bulge at the equator and flatten at the poles due to centrifugal force. This distortion occurs because the planet's rotation counteracts the force of gravity, allowing the equatorial region to expand. If the spin rate exceeded a certain threshold, it could lead to structural instability, potentially resulting in the loss of material from the equator. However, Saturn's current rotation rate is well within the limits of its structural integrity.
A "proto-star".
the earth spins on it axis
A coil of wire spins in a magnetic field
The point around which a shape spins in rotational symmetry is called the "center of rotation." This point remains fixed while the shape rotates around it by a certain angle. In the case of regular shapes, the center of rotation often coincides with the geometric center of the shape.
Saturns are junk, take it from me...DO NOT BUY ONE!! Saturns are junk, take it from me...DO NOT BUY ONE!!
The answer depends on the shape of the spinner and the numbers on it.