Mass-Energy Conversion in Bound Systems

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SUMMARY

The discussion centers on the concept of mass-energy conversion in bound systems, specifically regarding the interaction between an electron and a proton. When these particles form a bound state, they release a photon, indicating that the total mass of the individual particles exceeds that of the bound system. This phenomenon demonstrates that the excess rest mass is converted into energy. Both the mass reduction and the potential energy perspective are valid, but the mass reduction is a definitive characteristic of the bound state.

PREREQUISITES
  • Understanding of mass-energy equivalence (E=mc²)
  • Familiarity with quantum mechanics principles
  • Knowledge of photon emission in particle interactions
  • Basic concepts of potential energy in physics
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  • Research experimental methods for measuring mass differences in bound systems
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  • Explore the role of potential energy in particle interactions
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Students of modern physics, researchers in quantum mechanics, and anyone interested in the principles of mass-energy conversion in particle interactions.

K8181
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I have a fundamental question. I am reading this modern physics book, and it says that an electron and a proton that are released and come together into a bound state release a photon. Fine. But the explanation given is that the sum of the individual masses of the proton and electron is greater than the mass of the bound system, and that the extra rest mass was converted to energy in the release of the photon. I am confused because it seems that an equally good explanation is that the electron and proton have a potential energy when they are apart, and it is this energy that is released as a photon. Here there would be no conversion of mass into energy needed to save conservation of energy. Does the bound system behave as though it has less mass than the constituent particles, or is the second explanation just as good? Please help. :confused:
 
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Both descriptions are correct, they just focus on different things.
K8181 said:
Does the bound system behave as though it has less mass than the constituent particles, or is the second explanation just as good?
It doesn't just "behave as though", it actually has less mass. You can put it on a scale to check. Well, there will be experimental difficulties, but at least it is possible in principle.
 

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