Can an Electron's Mass Change?

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SUMMARY

The electron has a clearly defined rest mass that remains constant regardless of its energy level within an atom. While electrons in higher energy levels possess greater energy, this does not imply a change in their mass. The concept of invariant mass, as defined in modern physics, indicates that the mass of an electron does not vary; it is a fundamental property. The mass of composite systems, such as atoms, is influenced by binding energy, but the individual mass of the electron remains unchanged.

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  • Understanding of invariant mass in particle physics
  • Familiarity with the concept of mass-energy equivalence (E=mc²)
  • Basic knowledge of atomic structure and energy levels
  • Awareness of binding energy in composite systems
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  • Research the implications of invariant mass in modern physics
  • Study the role of binding energy in atomic mass calculations
  • Explore the differences between rest mass and relativistic mass
  • Investigate the effects of energy levels on atomic behavior
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Students of physics, educators in atomic theory, and researchers interested in particle physics and mass-energy relationships.

Shynjax287
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It's my understanding that there is a clearly defined electron rest mass. In atoms, electrons in higher energy levels have a larger amount of energy than electrons in lower energy levels. I think e=mc^2 shows mass-energy equivalence. So seeing all of this, I thought that electrons' masses in different levels must be different. Is this true?
I've also read that the electron's mass cannot change, or else the universe would be completely different, if not completely disappear. So my question is, can an electron's mass change?
 
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According to the modern acceptance of the term <mass>, there's only one type: rest/invariant mass. The adjective <invariant> tells pretty much all there is to say. For outdated usage of the term <mass>, see the FAQ: https://www.physicsforums.com/threads/what-is-relativistic-mass-and-why-is-it-not-used-much.783220/
 
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The mass of the whole system (electron+nucleus) depends on the energy level of the electron.
The mass of the electron is always the individual particle and constant.
 
In general, the mass of a composite system (e.g. an atom) does not equal the sum of the masses of its individual components. For example, the mass of a hydrogen atom equals the mass of the proton plus the mass of the electron minus the mass-equivalent of the binding energy of the system.
 

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