Permanent Magnets: Electromagnetic Wave Propagation?

AI Thread Summary
A permanent magnet generates a static magnetic field that does not propagate as an electromagnetic wave, resulting in a frequency of zero unless the magnet is moved. When the magnet is shaken, the field oscillates, creating a changing magnetic field that can produce electromagnetic waves. Discussions on magnetic shielding indicate that shields are typically used for alternating fields, but some sources claim they can also shield static fields from permanent magnets. Simulations suggest that a layer of nickel can effectively shield the field of a permanent magnet. The debate continues on the effectiveness of shielding for magnetostatic fields versus alternating fields.
miloko
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Hi all,
I have this simple question that I never really understood. A permanent magnet generates a magnetic field around itself. Is there an electromagnetic wave propagation associated with this permanent magnet? If so, what is the frequency of the wave?

Thanks,
Mike
 
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Under current knowlege, the frequency is zero(it does not alternate with a permanent magnet) but the propagation of the magnetic field is at the speed of light.
 
The field is static and unchanging (magnetostatic) if the magnet is not moved. If you begin shaking it, then the field undergoes an oscillation with the frequency of the shaking.

- Warren
 
In other words, a "wave" occurs when the field changes. A regular change in a magnetic field causes a regularly changing electric field which produces a regularly changing magnetic field which produces ... (that's why the waves are called electromagnetic waves). With a permanent magnet, there is no changing field and so no wave.
 


Hi all,

In one of the books I'm reading, it says that shields are only used in the presence of alternating fields. However, in some websites, I see people using magnetic shields for permanent magnets which has a magnetostatic field. I ran some simulations, and the filed of a permanent magnet seems to be shielded by a layer of nickel. So, who's telling the truth?

Thanks,
Michael
 
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