 Quote by MathematicalPhysicist
No sweat I can grasp a lot of wacky ideas, but imaginary mass, I would like to know how would you measure it?
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Since most physicists imagine that tachyons don't exist, most physicists don't bother dealing with this imaginary problem.
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I don't think that SR deals with particles with imaginary mass, how would such particles interact with ordinary particles, and more perplexing why can't they be slowed down below c if they do exist, what stops them from slowing down?
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There's nothing wrong
per se with something with non-zero mass going faster than the speed of light. What special relativity does say is that something with non-zero mass cannot go
at the speed of light. Since the only way to get from speed v
0 to some other speed v
1 is to go through all of the speeds in between, this alone pretty much precludes slow-moving particles from exceeding the speed of light -- and it also pretty much precludes fast-moving particles from dropping below the speed of light.
There's a bigger problem, and that is energy. Adding energy to ordinary matter increases speed, but by an ever decreasing amount as v→c from below. Reducing energy of ordinary matter reduces speed, eventually reaching the rest state (the minimum energy state) of ordinary matter at v=0. Adding energy to a tachyon decreases speed, but by an ever decreasing amount as v→c from above. Reducing energy of tachyonic matter increases speed, eventually reaching the rest state (minimum energy) of tachyons at v=∞.
The reason most physicists don't think tachyons exist is that they violate causality, big time. If only I could send a tachyon message back to myself in August, 2004:
"Buy Google stock, you fool! Buy as much as you possibly can afford, and then buy some more!"