On the equation, the particles are massless, so surely p (Momentum I assume) must equal 0? Therefore E=c?
Force wise, I'm looking for the force that overcomes electromagnetism and pulls two nuclei together when they get to a certain range. I thought that this was the strong nuclear force...
Is there a defined distance at which Electromagnetism starts exerting more force than the strong nuclear force?
So far I have
Gluons have <20MeV (32.04×10-13J) of energy.
Using the uncertainty principle:
t=h/(4×pi×E) and distance = t×c
Therefore t = (6.6×10^-34)/(4×pi×<32.04×10^-13)...
I'm currently doing a physics project on fusion for my A2, and need to show how to work out the range of the strong nuclear force.
So far I've got this
delta E*delta t > h/(4*Pi) (h = Plancks constant, E = exchange particle energy and t = time.)
Multiply time by c to get the range...