Magnetic Dipole Moment: Solving Homework Questions

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SUMMARY

The discussion centers on the magnetic dipole moment, specifically the equation m/l = q/2M, which relates the magnetic dipole moment (m) of a substance with mass (M) and charge (q). It is established that this equation is applicable only to classical charged particles, such as electrons, and is not valid for complex charge distributions or in quantum mechanics. Participants emphasize the importance of understanding the limitations of classical formulas in the context of solid-state physics and magnetic properties.

PREREQUISITES
  • Understanding of magnetic dipole moment concepts
  • Familiarity with classical mechanics and charge distributions
  • Basic knowledge of quantum mechanics
  • Foundational principles of solid-state physics
NEXT STEPS
  • Study the principles of magnetic dipole moments in solid-state physics
  • Explore quantum mechanics applications in magnetism
  • Learn about charge distribution effects on magnetic properties
  • Investigate classical versus quantum descriptions of charged particles
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Students and educators in physics, particularly those focusing on electromagnetism, solid-state physics, and quantum mechanics, will benefit from this discussion.

shivam01anand
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Homework Statement



in the topic related to magnetic dipole moment.

The result is derived that m/l = q/2M

m= Magnetic Dipole moment of the substance[of mass M whose angular momenta=L] with a charge q



Homework Equations




Now my question to you is whether this "result" holds true for all the questions related to this topic.

Even in cases of non uniform charge distribution?..Or not in the cases wherein q= k*x/l or something like that when its given

The Attempt at a Solution


Homework Statement





Homework Equations



The Attempt at a Solution

 
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The equation you have given, is the dipole moment of a classical charged particle - for instance an electron. The equation itself is incorrect, because such particles must be described by quantum mechanics. So it doesn't really "hold" for anything. Be careful about accepting the classical formulas :-)

However, I don't understand the rest of your question? The equation you gave is only for a single particle. So the equation has nothing to do with the total charge distribution in a material, since it only describes single charges.

You shouldn't try to understand too much of magnetism at the early stages. It is a major topic in solid state physics, where you get to understand better, how different charge distributions behave, and how many different type of magnetic properties, you can encounter.
 
I'd be lying if i said i got what you said completely.

Also, I completely agree with what you said.

I'm just planning on using these so called results in some questions directly.

Just for the purpose of acing the exam that's all.

It's just like getting the job done. Thanks btw :)
 

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