Why moving charges create tiny magnetic field?

AI Thread Summary
Moving charges create magnetic fields due to the behavior of electrons, which act like tiny magnets when in motion. The arrangement of these moving electrons can lead to the magnetic properties observed in materials. Classical electrodynamics explains this phenomenon through Maxwell's Equations and the Lorentz force law, though these principles are largely postulated without deeper explanation. Quantum electrodynamics (QED) provides a framework for understanding interactions between charged particles through quantized fields, but it does not fully explain the underlying reasons for these interactions. Current scientific understanding lacks a consensus on the fundamental reasons behind the universe's local U(1) gauge symmetry.
stmartin
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Dear users/moderators/administrators,

I have been doing research about this question's answer. The magnets have magnetic property because of moving electrons which are acting like tiny magnets, and that tiny magnets are put in order so they act like one magnet. Why it is like that?

Thank you.


stmartin.
 
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ranger said:
You seem be asking two questions here:
1) Why moving charges create magnetic field? (title)
2) And how materials have magnetic properties.

1)https://www.physicsforums.com/showthread.php?t=175438
2)http://hyperphysics.phy-astr.gsu.edu/hbase/solids/ferro.html#c4
No, the second not, only the first. But maybe I have one more question. How does the magnetic field "forces" the electrons to move in coil with closed circular loop (electromagnetism) and produce current?
 
You could very well ask the same questions about the electric field: why do charges have an electric field associated with them, and how does the electric field force another charge to move?

In classical electrodynamics, we describe the "production" of electric and magnetic fields by charges and currents, using Maxell's Equations. We describe the electric and magnetic forces exerted by the fields, using the Lorentz force law. At the classical level, we don't have a deeper "explanation" for Maxwell's Equations and the Lorentz force law, as far as I know. We simply postulate them.

In quantum electrodynamics (QED), we describe the interaction between charged particles by using a quantized field, whose quanta we call "photons." In principle at least, for large classical-type systems, this description should reduce to classical electrodynamics. The QED interaction is the way it is, apparently because the universe has a local U(1) gauge symmetry.

As far as I know, that's where the chain of explanations ends at the moment. I don't think there's any generally agreed-on answer to "why does the universe have a local U(1) gauge symmetry?" Maybe string theory or some other theory at that level will give us an answer someday.
 
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