- Nov 28, 2003
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The earth rotates with an angular velocity of 15° per hour. That is 0.25° per minute, or 0.0042° per second. The merry-go-round in your analogy above will easily have an angular velocity of 1500° per minute (roughly 4 complete revolutions per minute) which is several orders of magnitude faster than the earth.You have completely missed the concept presented in this argument. You are comparing someone walking through the carriage of a traveling train (whereby his or her walking velocity (or an angular component thereof) is simply added or subtracted to the velocity of the train, depending on what direction they are traveling relative to the direction of the train) to a plane taking off from one location at (alleged) earth tangential velocity v1 and landing at (alleged) earth tangential velocity v2, the latter circumstance being conceptually identical to a person throwing a ball from an inner location on a merry-go-round to a person at an outer location on a merry-go-round, the ball missing the person at the outer location and therefore exiting the merry-go-round. In the case of the train, the person stays with the train and therefore attains the changing velocity of the train in addition to his or her walking velocity. In the case of a plane flying with a northerly or southerly component, the plane departs from a runway (and therefore leaves the surface of the earth) that is (allegedly) moving with one velocity and arrives at another runway that is (allegedly) moving with another velocity - an impossible task if the earth were actually spinning. This is basic dynamics. You really need to think about this.
Please have a think about that in regard to your above claims.
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