Undergrad Where can I find information about this nucleon mass coincidence?

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SUMMARY

This discussion centers on the numerical coincidence between neutron and proton masses, specifically the values of neutron mass (mN: 939565420.52 MeV) and proton mass (mP: 938272088.16 MeV). The difference in mass (Δm = mN - mP = 1,293,332.36 MeV) leads to intriguing calculations, such as mP - 3·Δm and mN - 4·Δm both equating to 934,392,091.08 MeV. Participants are encouraged to explore the implications of these calculations and seek out relevant academic papers for further understanding.

PREREQUISITES
  • Understanding of particle physics terminology, specifically mass measurements in MeV.
  • Familiarity with basic equations involving mass differences in nuclear physics.
  • Knowledge of neutron and proton properties and their significance in atomic structure.
  • Ability to interpret scientific papers and research related to particle mass calculations.
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  • Research academic papers on neutron and proton mass discrepancies.
  • Explore the implications of mass differences in nuclear reactions.
  • Investigate the role of mass in particle physics and its effects on atomic stability.
  • Learn about advanced topics in particle physics, such as quantum chromodynamics.
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Physicists, students of nuclear physics, and researchers interested in particle mass calculations and their implications in theoretical physics.

stephen193
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TL;DR
mP - 3·Δm = mN - 4·Δm = 934,392,091.08 eV/c^2
I can't possibly be the first to notice this numerical coincidence, but my search skills are inadequate to find information about it, and I was hoping others could point me toward papers on the subject.

Neutron mass, mN: 939565420.52 (54)
Proton mass, mP: 938272088.16 (29)
[https://physics.nist.gov/cgi-bin/cuu/CCValue?mnc2mev|ShowSecond=neutron+mass+in+MeV&First=mpc2mev]

Δm = mN - mP = 1,293,332.36
mP - 3·Δm = 934,392,091.08
mN - 4·Δm = 934,392,091.08

What's going on, there?
 
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Try replacing Δm with mN-mP in the equations
 
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Likes ohwilleke, Nugatory, OmCheeto and 2 others
Ah, got it. Thanks!
 

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