A clarification of the above. The first example has the relative velocity between the earth and the coin being tossed as zero. The second example has the earth v=0 before the coin toss. The coin is then tossed, then the earth begins to move at v when the coin is in flight. This second example matches the earth moving relative to a satellite, for both the coin and the satellite are free of the earth when the earth changes velocity. For the coin to land on point x like it does in example, means a force must be placed on the coin. Likewise for a satellite to sustain is orbit around the earth when the earth moves, requires a force on the satellite.
The force applied to the coin does not exist, that's why the coin does not land at x in the second example.
Likewise,
The force applied to the satellite does not exist. That's why the satellite is modeled as though the earth does not move.
This simple example invalidates Helio and shows the only way a satellite can orbit the earth is if the earth is stationary, all the time. Hence Geostatism is true and Helio is false.
JM
The force applied to the coin does not exist, that's why the coin does not land at x in the second example.
Likewise,
The force applied to the satellite does not exist. That's why the satellite is modeled as though the earth does not move.
This simple example invalidates Helio and shows the only way a satellite can orbit the earth is if the earth is stationary, all the time. Hence Geostatism is true and Helio is false.
JM
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