
Originally Posted by
Nordstern
Two faster-than-light questions.
Imagine a bike chain wrapped around two gears and the gears are turning together. Now imagine the distance between the two gears is half a million miles. Neglecting the amount of force required to stop it's inertia (by assuming you've got a really big lever and arm to stop it), if you were to stop one gear, would the other gear stop at exactly the same time?
Second, imagine you have a crystal with a perfect lattice structure (say, diamond), also half a million miles long but only a few inches wide. If I were to twist that crystal at one end, would the other end twist at the same time?
Is there any real-life scientific principle that suggests that FTL is possible?
Ooh, fun ones!
Nope, neither the bike chain/crystal violate FTL. Short version: even twisting a "small" (i.e. normal sized) version takes a non-zero amount of time for the "twist" or "stop" to propagate.
Imagine this: You have a garden hose filled with marbles. You push a marble in one end, a marble comes out the other end. It may *appear* instantaneous, but it does take time for each marble to pass on the force. If you had a garden hose wrapped around the world, full of marbles, and pushed one in one end, it would take a noticeable amount of time for the marble to come out the other end.
Are there scientific principles that propose FTL? Well, yes and no.
Relativity flat out forbids *accelerating* something to the speed of light. Requires infinite energy or infinite time, both of which are problematic.
However, there are theories that propose ways "around" the speed of light (see: Alcubierre drive or krasnikov tube), but these also have problems (such as requiring negative energy densities.) And even if FTL is possible, it might cause shitloads of problems with causality.
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