Comment Violation of conservation of energy... (Score 2) 365
So the idea here is apparently that the energy itself can be transmitted instantly, but you can't actually transmit information this way. Just energy
... which would immediately violate the principle of the conservation of energy.
The problem here is that energy == matter (via e=mc^2) and the system of matter/energy together in space-time yields information. Beckenstein shows that the total information in a volume of space is described by the area of the volume which encloses it. See "Bekenstein Bound" http://en.wikipedia.org/wiki/Bekenstein_bound/
So in order for this new theory to work, the energy that is instantly transfered to another point in space-time must not be useful until we know what we can do with it through the classical channel. Otherwise you violate the conservation of energy.
Consider for example a mass at height in a gravitational field. To hold the mass stationary at height without any means of support other than using some of the mass itself for the creation of thrust, you would neccessarily run out of mass eventually (time). But if this theory were true, you'd have a loophole where you could take the energy expended for thrust and send it instantaneously back to the point in space above the mass where it could thusly be re-utilized. You would then have your first anti-gravity machine, which can't exist. A mass at height can be used to create energy in free-fall, and which is only equal to the potential difference in height. See http://hyperphysics.phy-astr.gsu.edu/HBASE/gpot.html
Btw, this is why theoretical wormholes can only exist along gravitationally equal field vectors. If a wormhole were to connect two different locations in space that don't exist with the same gravitational potential, you could generate an almost infinite amount of energy. Consider two ends of a wormhole, one end at 1000 meters height above the earth, the other at the ground. Throw a very large mass in at the ground hole. The mass then appears at 1000 meters, and starts falling. You could then make energy from it indefinitely. (What's that video game? Portal?) I would assume, in such a scenario, that the two ends of the wormhole would neccessarily begin to edge closer and closer to each other until they "evaporate" from existance altogether. This might be similar to black hole evaporation.
My question is, what actually is the total amount of energy required to actually hold any object at height, indefinitely, in a gravitational field?