Are Particles Responsible for Magnetic Field Frequencies?

In summary, there is no flow of photons in a permanent magnet and the magnetic field is composed of "bound surface currents" from the magnetization that circulate around the outer cylindrical surface. These currents can be quantified accurately and are necessary to explain ferromagnetism. Griffith's Electrodynamics book has a good derivation of these surface currents. The existence of a field without particles is more of a philosophical question, as particles give rise to fields rather than the other way around.
  • #1
Mediocrates
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So are there photons "flowing" from one end of a permanent magnet to the other? If so what determines the frequency?
 
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  • #2
No, and that makes the second part moot.
 
  • #3
Of what then is the field composed?
 
  • #4
Nothing. Field is a field, entity that lives on it's own. Photons are "excitations" (whatever that means) of quantum electromagnetic field, but that doesn't justify the claim that em field is composed of anything.
 
  • #5
There was another thread just yesterday that veered off massively, so I think it's worth pointing out that "electromagnetic" isn't just a convenient moniker to refer to the magnetic and electric field together, but rather that they are really are one combined, inseparable entity. That is, the classic "electric field" and "magnetic field" are manifestations depending on the observer, and indeed different observers might entirely disagree on whether a certain action was caused by an electric field, or a magnetic field.
 
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  • #6
For the OP @Mediocrates The best simple explanation for the source of the magnetic field in a permanent magnet=[e.g. a cylindrical magnet with uniform magnetization vector ## \vec{M} ##,(that points from the "-" end to the "+" end), that essentially has a "plus" (north) magnetic pole on one endface and a "minus" (south) magnetic pole on the other endface], is the explanation of "bound surface currents" from the magnetization that "circulate" around the outer cylindrical surface with the same geometry as that of the currents of a solenoid. Since these currents are the resultant edge effect of what could be viewed in a simplistic model as currents from the magnetic moments of individual atoms, there is no actual electrical charge transport from these currents. In any case, the magnetic field ## \vec{B} ## of the permanent magnet, both inside and outside the magnet can be computed from these hypothesized "surface currents" using Biot-Savart's law, and the results are consistent with the magnetic field that is observed.
 
  • #7
@Charles Link , that is an engineering approximation that hardly elucidates the actual generation of the magnetic field in a permanent magnet.
 
  • #8
rumborak said:
@Charles Link , that is an engineering approximation that hardly elucidates the actual generation of the magnetic field in a permanent magnet.
The exchange effect is an additional effect necessary to explain ferromagnetism, but the magnetic surface currents can be quantified with what I believe are highly accurate results. For a simple calculation, see the following post: https://www.physicsforums.com/threads/magnetic-field-of-a-ferromagnetic-cylinder.863066/ Hopefully this doesn't start to lead too far off topic before the OP gets a chance to respond. ## \\ ## Also, Griffith's Electrodynamics book contains a very good derivation of the surface currents as he computes the vector potential ## \vec{A} ## from an arbitrary distribution of magnetization ## \vec{M} ##. I believe this result is in section 6.2 of his book.
 
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  • #9
Charles Link said:
The exchange effect is an additional effect necessary to explain ferromagnetism, but the magnetic surface currents can be quantified with what I believe are highly accurate results. For a simple calculation, see the following post: https://www.physicsforums.com/threads/magnetic-field-of-a-ferromagnetic-cylinder.863066/ Hopefully this doesn't start to lead too far off topic before the OP gets a chance to respond. ## \\ ## Also, Griffith's Electrodynamics book contains a very good derivation of the surface currents as he computes the vector potential ## \vec{A} ## from an arbitrary distribution of magnetization ## \vec{M} ##. I believe this result is in section 6.2 of his book.
Charles ... you are making this far more complex than what a B level topic should be :smile:
 
  • #10
weirdoguy said:
Nothing. Field is a field, entity that lives on it's own. Photons are "excitations" (whatever that means) of quantum electromagnetic field, but that doesn't justify the claim that em field is composed of anything.
How would one determine the existence of a field in the absence of particles?
 
  • #11
That's probably more of a philosophical question since that scenario wouldn't be our universe.
 
  • #12
rumborak said:
That's probably more of a philosophical question since that scenario wouldn't be our universe.
Quess my question was, "can there be a field without a particle?" I thought particles give rise to fields?
 
  • #13
Mediocrates said:
I thought particles give rise to fields?

No it's the other way around, particles are states of (quantum) fields.
 

1. What is the composition of a magnetic field?

A magnetic field is made up of invisible lines of force that surround a magnet or current-carrying wire. These lines of force are created by the movement of electrically charged particles, such as electrons.

2. How is a magnetic field created?

A magnetic field is created when electrically charged particles, such as electrons, move. This movement can be the result of either a permanent magnet or an electric current.

3. What materials can be affected by a magnetic field?

Most materials can be affected by a magnetic field to some degree. However, materials that contain iron, nickel, or cobalt are the most strongly influenced by magnetic fields.

4. Can magnetic fields be shielded or blocked?

Yes, magnetic fields can be shielded or blocked by certain materials. For example, materials such as iron or steel can act as a shield against magnetic fields, as they are able to redirect the lines of force away from the protected area.

5. How does the strength of a magnetic field vary?

The strength of a magnetic field can vary depending on the distance from the source, the size of the magnet or current-carrying wire, and the material the field is passing through. The strength of a magnetic field is measured in units of Tesla (T) or Gauss (G), with 1 T equaling 10,000 G.

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