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Re:The Quest to Build an Elevator into Space by idlewords on Saturday October 04, 2014 @02:59AM (#8408974)
This is the correct answer. Angular momentum in the system is conserved; as you move mass up the space elevator, the earth spins (imperceptibly) slower.

Note that the tether only moves at orbital velocity at one point. Below that point, if you want to get into orbit, you must accelerate laterally after releasing the tether.

Re:The Quest to Build an Elevator into Space by hyp0 on Sunday October 05, 2014 @01:25AM (#8411528)
So the cable pulls the payload across, to (lateral) orbital speed: this was my point about the payload bending the cable over.

1. The cable has to be strong enough to do this (which may be reasonable, given how strong it needs to be anyway - plus it's in tension)

2. The cable will still be bent over, by a force imparted at the payload. If the bottom is attached and the top is "fixed" in geostationary orbit, the force will move the payload laterally (lagging the orbit - west), looking like a kind of arrow, or "V" on its side. The force on the cable itself might be OK, as the force is in tension; and the curve of the bend might be gradual enough. (Or maybe it would end up straight, but tilted westward?)

It will also pull on both earth and satellite, slowing both.