Bjarne
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How is the kinetic energy of a rotation planet (e.g; the earth) calculated?
Bjarne said:How is the kinetic energy of a rotation planet (e.g; the earth) calculated?
What I had in mind, what about if a planet or a star had a heavy gravitational anomaly at the surface, a tidal wave, a mountain a crust density anomaly etc.. This would make the planet heavier in the one "end" as in the other "end" .tiny-tim said:the angular momentum of a planet about its star (or a moon about its planet) is constant …
this is because the rotational version of Newton's second law says …
torque = rate of change of angular momentum
and since the torque (moment) of the gravitational force is obviously zero (about the star), the angular momentum cannot change![]()
Bjarne said:What I had in mind, what about if a planet or a star had a heavy gravitational anomaly at the surface, a tidal wave, a mountain a crust density anomaly etc.. This would make the planet heavier in the one "end" as in the other "end" .
Would that not cause larger angular momentum in the "heavy end" of the planet, and cause a planet to rotate.