Magnetic Field & Particle Spin: Does It Matter?

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Discussion Overview

The discussion revolves around the relationship between particle spin and the magnetic fields generated by moving charged particles, specifically focusing on protons and lithium nuclei. Participants explore whether the strength of the magnetic field depends on the spin value of the particles and the implications of spin in the context of classical and quantum mechanics.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • Some participants question whether the magnetic field produced by a stream of protons (spin 1/2) is influenced by the alignment of their spins or solely by the current generated by the moving charged particles.
  • There is a proposal that magnetic fields might be better conceptualized as spin fields, suggesting that this perspective could clarify the classical "lines of force."
  • One participant notes that while charge is typically associated with spin, neutrons, which have spin but no charge, do not generate magnetic fields, raising questions about the generality of this association.
  • Another participant mentions that in classical electromagnetism, neutrons should not have a magnetic dipole moment, but acknowledges that in the quark model, they do possess a measurable magnetic dipole moment.

Areas of Agreement / Disagreement

Participants express differing views on the role of spin in generating magnetic fields, with some suggesting a strong connection while others highlight exceptions, such as neutrons. The discussion remains unresolved regarding the extent to which particle spin influences magnetic field strength.

Contextual Notes

Participants reference classical and quantum mechanical perspectives, indicating potential limitations in understanding the qualitative significance of spin in magnetic field generation. There are also discussions about the implications of the quark model on the magnetic properties of particles.

synch
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Does the magnetic field caused by moving particles depend on the particle spin value?
Eg a stream of say protons spin 1/2 is creating a magnetic field. If the particles are (say) lithium nuclei spin 3/2 instead, does that create the same strength field ? (same conditions of course)
 
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synch said:
Eg a stream of say protons spin 1/2 is creating a magnetic field.
Do you think that this magnetic field arises from the, presumably, aligned spins of the protons in the beam or from the current generated by the moving charged particles?
 
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[Will the spins be aligned in a weak field? .]

The standard logic goes, magnetic fields are typically created by moving charge, and so on. But charge always seems to be associated with spin, so there is also spin involved. Hence my question regarding using changed spin .
In general I am wondering if a magnetic field might be better described as a spin field - it makes more sense to me at least, ( qualitatively). That would maybe make the classical "lines of force" more sensible as directrices of resultant force or similar.

This might be better at the intermediate level, - it is long time since I did physics, hopefully it is a sensible question :)
 
synch said:
[Will the spins be aligned in a weak field? .]

The standard logic goes, magnetic fields are typically created by moving charge, and so on. But charge always seems to be associated with spin, so there is also spin involved. Hence my question regarding using changed spin .
In general I am wondering if a magnetic field might be better described as a spin field - it makes more sense to me at least, ( qualitatively). That would maybe make the classical "lines of force" more sensible as directrices of resultant force or similar.

This might be better at the intermediate level, - it is long time since I did physics, hopefully it is a sensible question :)
Technically the spin of an electron is quantum mechanical. If we treated the electron classically, then in the rest frame of the electron we would have the electromagnetic field associated with a spinning ball of charge. Which we could transform to the frame in which the electron is moving.

I'm not sure of the qualitative significance of the spin in this case. And, of course, the magnetic dipole moment of the electron is twice that calculated from classical electrodynamics. See, for example:

http://hyperphysics.phy-astr.gsu.edu/hbase/spin.html
 
synch said:
But charge always seems to be associated with spin, so there is also spin involved.
Not always. Neutrons have spin but they have no charge. As far as I know, there are no magnetic fields associated with neutron beams.
 
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kuruman said:
Not always. Neutrons have spin but they have no charge. As far as I know, there are no magnetic fields associated with neutron beams.
In classical EM, the neutron should have no magnetic dipole moment (at least if we consider it as an elementary particle). But in the quark model, it does have a measurable magnetic dipole moment.
 
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