weejee
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kexue said:For massive particles, just as I told you: hbar/Mc^2. M is the mass of the particle you have at hand. For massless particles (i.e. the photon or the gluon), this formula does not quite apply as weejee pointed out. Since a Coulomb field drops off with 1/r^2, I assume the lifetime of a virtual photon can be infered from that.
From where does it follow that the lifetime of a virtual particle is hbar/mc^2? The energy-time uncertainty relation? No. It just says, "If an initial quantum state has an uncertainty in its energy around DeltaE, it loses its original shape (i.e. the overlap with the initial state becomes very small) after some time around DeltaT ~ hbar/DeltaE."
For the claim that the lifetime of a virtual photon can be inferred from the 1/r^2 law, I'd say that you can't just assume something out of nowhere.
I didn't say that your claim has problems only for massless particles. It is incorrect for all cases. Please don't interpret what other people say thoroughly in your favor.
This is really muddying the water since non-specialists may actually believe in your claims and get misled.
“He who learns but does not think, is lost. He who thinks but does not learn is in great danger.” - Confucius
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