Where does the energy come from? (magnet)

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SUMMARY

The discussion centers on the source of kinetic energy acquired by an object when attracted by a static magnet. It is established that this energy originates from the potential energy present in the system before the object begins to move. The conversation also explores the implications of phase transitions in ferromagnetic materials, such as iron, when influenced by magnetic fields. Key points include the distinction between potential and potential energy, and the assertion that the magnet itself does not possess potential energy; rather, it is the system comprising the magnet and the attracted object that holds this energy.

PREREQUISITES
  • Understanding of potential energy and kinetic energy concepts
  • Familiarity with ferromagnetic materials and phase transitions
  • Basic knowledge of magnetic fields and their effects on materials
  • Comprehension of energy conservation principles in physics
NEXT STEPS
  • Research the principles of energy conservation in magnetic systems
  • Study the phase transitions of ferromagnetic materials, particularly in relation to magnetic fields
  • Explore the differences between potential and potential energy in physics
  • Investigate the effects of magnetic fields on various materials, including austenitic steel
USEFUL FOR

Physicists, materials scientists, and students studying electromagnetism and energy dynamics will benefit from this discussion, particularly those interested in the interactions between magnets and ferromagnetic materials.

entropy1
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If a static magnet attracts an object A, where does the kinetic energy that A acquires come from?
 
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It comes from the potential energy that was previously there. The original state, before the object started moving, had a higher potential energy, so you can try to trace where that energy came from.
 
DrClaude said:
It comes from the potential energy that was previously there. The original state, before the object started moving, had a higher potential energy, so you can try to trace where that energy came from.

Due to this thread I actually had a thought that never came up: If you have a ferromagnetic material like iron in a magnetic field and you treat it and add certain components to produce an austhenitic steel (which is not ferromagnetic). What happens to the potential energy then? Especially due to the fact that magnetic fields have an infinite range ... It seems to be analogeous to switching of the mass of the body in a gravitational field - what's my mistake?
 
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DrClaude said:
It comes from the potential energy that was previously there. The original state, before the object started moving, had a higher potential energy, so you can try to trace where that energy came from.
I don't understand, so let me ask a second question: the potential is brought with the magnet, right? Without magnet de potential energy wouldn't be there. So where does the magnet get its potential to produce potential energy in A from?

I can image that, if A was stuck to the magnet in the first place, the potential energy would increase by retracting it from the magnet. So then is the sticking to the magnet somehow the natural state of A?
 
entropy1 said:
I don't understand, so let me ask a second question: the potential is brought with the magnet, right? Without magnet de potential energy wouldn't be there. So where does the magnet get its potential to produce potential energy in A from?

I can image that, if A was stuck to the magnet in the first place, the potential energy would increase by retracting it from the magnet. So then is the sticking to the magnet somehow the natural state of A?

That seems to be similar with gravitation and the electric field. If you have two masses or two charges respectively, there is a potential between them - if one "vanishes" also the potential energy is gone. If they stick very close together, the potential energy is zero, if they are retracted from each other you have to spend work.
 
entropy1 said:
So then is the sticking to the magnet somehow the natural state of A?
It's the minimal energy state.
 
stockzahn said:
If you have a ferromagnetic material like iron in a magnetic field and you treat it and add certain components to produce an austhenitic steel (which is not ferromagnetic). What happens to the potential energy then?

You are describing a phase transition, just like melting ice or boiling water. There's energy accompanying a phase transition.
 
entropy1 said:
So where does the magnet get its potential to produce potential energy in A from?

Same place a spring does.
 
Vanadium 50 said:
You are describing a phase transition, just like melting ice or boiling water. There's energy accompanying a phase transition.

Wouldn't that mean that depending on the strength of the magnetic field the ferromagnetic body is influenced by, the phase transition needs more or less energy?
 
  • #10
Vanadium 50 said:
Same place a spring does.
Is it correct to say that objects that are attracted by a magnet already have this potential? For instance: if we craft a magnet, from then on it gives all metal in the universe some more potential. If that is so, wouldn't crafting the magnet require enough energy to account for that acquired potential?

Does spacetime structure have to do with this also?
 
  • #11
entropy1 said:
Is it correct to say that objects that are attracted by a magnet already have this potential? For instance: if we craft a magnet, from then on it gives all metal in the universe some more potential.
Yes.
entropy1 said:
I don't understand, so let me ask a second question: the potential is brought with the magnet, right? Without magnet de potential energy wouldn't be there. So where does the magnet get its potential to produce potential energy in A from?
If that is so, wouldn't crafting the magnet require enough energy to account for that acquired potential?
No, the magnet does not have potential energy, the system does (magnet + whatever it is attracted to). Also, "potential" is not "potential energy". So having "potential" does not require generation of "energy".
 
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  • #12
So potential energy is not a conserved quantity? (After all, you can always dig that hole deeper :wink: )
 
  • #13
Total energy is conserved. How you divvy it up is not.
 

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