Why Do Muons Decay in Particle Physics?

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Muons are unstable particles that decay into electrons and neutrinos due to their higher mass and energy levels. This decay process is facilitated by a coupling term in the Standard Model that involves the W minus boson, which allows the decay to occur more readily. Without this coupling, the decay would still happen but at a much slower rate, resulting in a longer lifetime for the muon. The analogy of an excited atom returning to its ground state illustrates the concept of energy lowering during decay. Understanding these mechanisms is crucial for grasping particle physics and the behavior of fundamental particles.
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In all the books I've been reading it just states that muons are unstable and that they decay into an electron and a neutrino (all be it with a relatively long life-time compared to some other particles). But it says nothing about why the muon actually decays. I assume it's something to do with it wanting to lower its energy but i'd like to know a bit more detail if I could.

Thanks!
 
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You are correct, the electron is a ligher particle and the muon can decay to it, and will do it.

http://en.wikipedia.org/wiki/Particle_decay

You can naively think of this as the excited atom: The extited atom has higher mass then the atom in its ground state (since the electron has gained energy so it can occupy a higher state), the excited state can and will decay to the ground state again.
 
malawi_glenn said:
You are correct, the electron is a ligher particle and the muon can decay to it, and will do it.

On the same token, Nature abhors vacuum and because of it the quicksilver will ascend the tube.

The good question is "how many centimeters?". Or here, "at what rate?"
 
Okay cool, thanks. So unnecessarily high energy levels and vacuum. Anything else? :p
 
kidsmoker said:
Okay cool, thanks. So unnecessarily high energy levels and vacuum. Anything else? :p

A key point is that the process occurs (at tree level) because in the Standard Model there is a term that couples those particle together to a W minus boson (the story is actuallly a bit more subtle but that's the basic point). If there was no such term, the process might still occur but it would be much rarer (so the lifetime would be much longer) because it could only occur with Feynman diagrams containing loops which suppress the process.
 

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