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by kergonath
1087 days ago
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> starting with only two ideas: the laws of physics are the same in all reference frames; the speed of light is constant. Isn’t this redundant, though? The constant velocity for light in a vacuum comes directly from the laws of (classical) electromagnetism in the form of Maxwell’s equations. So “the laws of Physics are the same in all reference frames” implies “Maxwell’s equations are valid in all reference frames”, which in turn implies “the velocity of light in vacuum is the same in all reference frames”. That’s what I understood reading Einstein himself. I think it’s much stronger that way. Otherwise we get to why light should be a special case, which is difficult to defend. The constant velocity of light (in vacuum) being an unavoidable consequence of the laws of Physics makes it much stronger. > I prefer to start there and derive e.g. Lorentz factors than start with the mathy stuff. That’s how Einstein himself explained it (with trains and stuff, but still) and it makes a lot of sense to me. Much more than the professor who did start with the Lorentz transform and then lost everyone after 20 minutes of maths. |
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From the point of view of physicists before Einstein, this forces you to decide between Newtonian physics and Maxwell's theory, because the reference frames that are "equivalent" are irreconcilably different for those. The "irreconcilable" part is subtle and not obvious. Maxwell's theory "won", but it was the newer theory while Newton's was very well established. The contemporary physicists' efforts to reconcile the two using an "ether" were completely reasonable from their point of view. (And actually, you can't even completely exclude the existence of an ether, as some ether theories are consistent with the standard model to a reasonably high accuracy. What kills them is Occam's razor)