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Physics, Astronomy & Cosmology / Why can you not exceed the speed of light?
« on: 01/10/2008 00:23:48 »
Why the focus on the infinitely large E? With constant energy, I would suspect that smaller masses would achieve the same effect.
I'm way out of my league here and this is a very simplistic approach. But, if you rearrange the equation, you get c=sqrt(E/m). Given that c is a constant, the ratio of E/m must be constant. Therefore, one must conclude that at infinitely small mass, energy must be equally small (something like zero)? Perhaps in this realm of the unbelievably tiny, energy and mass are so much alike that they are actually entangled. What happens if that entangled state were disrupted? Would E still = mc^2?
Just a random thought......
I'm way out of my league here and this is a very simplistic approach. But, if you rearrange the equation, you get c=sqrt(E/m). Given that c is a constant, the ratio of E/m must be constant. Therefore, one must conclude that at infinitely small mass, energy must be equally small (something like zero)? Perhaps in this realm of the unbelievably tiny, energy and mass are so much alike that they are actually entangled. What happens if that entangled state were disrupted? Would E still = mc^2?
Just a random thought......
