Undergrad Confused about virtual particles

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SUMMARY

The discussion clarifies the distinction between virtual and real particles, specifically focusing on the Z boson. Real particles, such as the Z boson, are defined as those that appear in 'in' and 'out' states and are on-shell, while virtual particles are off-shell and appear as propagators within Feynman diagrams. The Z boson, due to its short lifetime, typically cannot be classified as a real particle since it decays before it can be detected as such. The conversation emphasizes that all particles are effectively virtual, as they cannot exist freely outside of interactions.

PREREQUISITES
  • Understanding of Quantum Field Theory (QFT)
  • Familiarity with Feynman diagrams
  • Knowledge of particle decay processes
  • Basic concepts of on-shell and off-shell particles
NEXT STEPS
  • Study the properties of unstable particles in Quantum Field Theory
  • Learn about the role of propagators in Feynman diagrams
  • Research the concept of resonance peaks in particle physics
  • Explore the implications of virtual particles in quantum interactions
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This discussion is beneficial for physicists, students of particle physics, and anyone interested in the foundational concepts of Quantum Field Theory and the nature of particles.

kelly0303
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Hello! I am a bit confused about the distinction between virtual and real particles. For example a Z boson, which has a very short lifetime, in all experiments will decay to some other stable particles (i.e. it is detected through its decay). This means that it will always appear as a propagator, and as far as I understand, the propagators are not, usually, on shell. The mass of the Z was obtained by looking for a resonance peak, and that is the quoted mass in PDG for example. But what does it mean for a Z particle to not be virtual i.e. do we even have a real Z? So my question is, especially for unstable particle, which always appear as propagators in some Feynman diagram, when is it real and when is it virtual? Thank you!
 
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kelly0303 said:
Hello! I am a bit confused about the distinction between virtual and real particles. For example a Z boson, which has a very short lifetime, in all experiments will decay to some other stable particles (i.e. it is detected through its decay). This means that it will always appear as a propagator, and as far as I understand, the propagators are not, usually, on shell. The mass of the Z was obtained by looking for a resonance peak, and that is the quoted mass in PDG for example. But what does it mean for a Z particle to not be virtual i.e. do we even have a real Z? So my question is, especially for unstable particle, which always appear as propagators in some Feynman diagram, when is it real and when is it virtual? Thank you!
Real particles appear in the 'in' and 'out' states, with only one vertex interacting with the rest of the diagram, and are on-shell. Virtual particles have both propagator vertices appearing inside the diagram and are off-shell.
If your Z boson survives long enough to leave the interaction volume then it would be deemed "real". But in actuality all particles are virtual, since interactions can occur anywhere.
 
Last edited:
Michael Price said:
Real particles appear in the 'in' and 'out' states, with only one vertex interacting with the rest of the diagram, and are on-shell. Virtual particles have both propagator vertices appearing inside the diagram and are off-shell.
Thank you for you reply! But this is what I am confused about. You can't have for a (say) Z boson a diagram where the Z boson comes 'in' or 'out' of the diagram. The basis for QFT (if I understood it well) is that at infinity the particles are free, then they interact, then they are free again at infinity. But a Z boson (or any unstable particle) can't come and go to infinity, as it decays very fast. So the Z boson can only appear as a propagator, otherwise it would mean that it traveled for a long time without decaying. So how does one define a real particle?
 
kelly0303 said:
Thank you for you reply! But this is what I am confused about. You can't have for a (say) Z boson a diagram where the Z boson comes 'in' or 'out' of the diagram. The basis for QFT (if I understood it well) is that at infinity the particles are free, then they interact, then they are free again at infinity. But a Z boson (or any unstable particle) can't come and go to infinity, as it decays very fast. So the Z boson can only appear as a propagator, otherwise it would mean that it traveled for a long time without decaying. So how does one define a real particle?
I half answered this in an update, but let me complete it here. The interaction volume is arbitary, and the distinction between free and interacting a bit artifical. (There is no such thing as a free particle - they are just convenient fictions.). In reality all particles are virtual, and it is the so-called "real" particles that don't exist, ironically.
 

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