As well, you state: "Relativity requires that anything traveling at the speed of light must have mass zero, so it must have momentum zero. But the laws of electrodynamics require that light have nonzero momentum." Yes, if you plug in the formula for non-relativistic, Newtonian momentum, you get zero, but SR gives you the equation E<sup>2</sup>=(pc)<sup>2</sup>+(mc<sup>2</sup>)<sup>2</sup>. Plug m=0 in. You get E=pc. So, the momentum is nonzero. That's a very well-known result... [[User:AndyFrankinson|AndyFrankinson]] 12:06, 1 October 2011 (EDT) | As well, you state: "Relativity requires that anything traveling at the speed of light must have mass zero, so it must have momentum zero. But the laws of electrodynamics require that light have nonzero momentum." Yes, if you plug in the formula for non-relativistic, Newtonian momentum, you get zero, but SR gives you the equation E<sup>2</sup>=(pc)<sup>2</sup>+(mc<sup>2</sup>)<sup>2</sup>. Plug m=0 in. You get E=pc. So, the momentum is nonzero. That's a very well-known result... [[User:AndyFrankinson|AndyFrankinson]] 12:06, 1 October 2011 (EDT) |