Anyone solved eigenstates in the field of a magnetic monopole?

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SUMMARY

The discussion centers on solving eigenstates in the context of magnetic monopoles, specifically referencing the concept of 'monopole harmonics'. A key paper by Paul Dirac is mentioned, which posits that the existence of magnetic monopoles implies that all particles would exhibit spin 1/2. This establishes a foundational link between monopoles and particle spin characteristics, highlighting the significance of monopole harmonics in theoretical physics.

PREREQUISITES
  • Understanding of quantum mechanics and eigenstates
  • Familiarity with magnetic monopoles and their theoretical implications
  • Knowledge of Dirac's contributions to particle physics
  • Basic grasp of spherical harmonics and their applications
NEXT STEPS
  • Research 'monopole harmonics' and their mathematical formulation
  • Study Dirac's original paper on magnetic monopoles and particle spin
  • Explore the implications of magnetic monopoles in quantum field theory
  • Investigate the relationship between spin and particle properties in theoretical physics
USEFUL FOR

The discussion is beneficial for theoretical physicists, quantum mechanics researchers, and students interested in advanced particle physics concepts, particularly those exploring the implications of magnetic monopoles.

wdlang
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any references?

i think it is a basic problem
 
Last edited:
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Look for 'monopole harmonics'.
 
This may not be what you're looking for, but I remember a paper by Dirac where he shows that if magnetic monopoles were to exist, every particle would have spin 1/2 !
 

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