What causes magnetic repulsion and attraction?

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Discussion Overview

The discussion explores the causes of magnetic repulsion and attraction, examining the relationship between magnetic forces and the curvature of spacetime. Participants delve into theoretical implications, the nature of magnetic fields, and their interactions with spacetime, with a focus on both conceptual and technical aspects.

Discussion Character

  • Debate/contested, Conceptual clarification, Technical explanation

Main Points Raised

  • Some participants propose that magnetic repulsion and attraction could be related to the bending of spacetime.
  • Others argue that magnetic forces are attributed to the electromagnetic force, distinct from gravitational forces caused by spacetime curvature.
  • A participant mentions that electromagnetic waves follow the curvature of spacetime but does not equate this to the generation of magnetic forces.
  • It is suggested that magnetic fields contain energy, which can produce spacetime curvature, but only under extreme conditions (e.g., a magnetic field of about 10 million Tesla).
  • Participants discuss the energy required to bend spacetime, noting that significant curvature typically requires large masses, like those of planets.
  • One participant questions whether time dilation observed when a magnet moves through a copper tube could be due to spacetime bending, while another clarifies that this effect is due to magnetic forces opposing motion, not real time dilation.
  • There is speculation about whether spacetime could be bent when one magnetic field crosses another, with a response emphasizing that it is the energy in the fields that matters, not their interaction.

Areas of Agreement / Disagreement

Participants express differing views on the relationship between magnetic forces and spacetime curvature. No consensus is reached regarding the connection between magnetic fields and spacetime effects.

Contextual Notes

Discussions include assumptions about the nature of spacetime and energy, as well as the conditions under which magnetic fields might influence spacetime curvature. The complexity of these interactions remains unresolved.

Prashan Shan
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is magnetic repulsion and attraction is due to the bending of curvature of spacetime?
 
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No. The bending curvature of spacetime causes gravitational attractive forces. The force of magnetic attraction and repulsion is attributed to one of the other four fundamental forces, the electromagnetic force.
 
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mrnike992 said:
No. The bending curvature of spacetime causes gravitational attractive forces. The force of magnetic attraction and repulsion is attributed to one of the other four fundamental forces, the electromagnetic force.
thank you for replying. I saw on internet that magnetic lines are curved due to the bending of space time.
 
Well, electromagnetic waves follow the curve of spacetime, but this does not provide the forces of magnetic attraction/repulsion.
 
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Prashan Shan said:
magnetic lines are curved due to the bending of space time.

This is true, but it's not what produces magnetic forces. Magnetic forces are present even where the curvature of spacetime is negligible.
 
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PeterDonis said:
This is true, but it's not what produces magnetic forces. Magnetic forces are present even where the curvature of spacetime is negligible.
then, can a strong enough magnetic field bent space time?
 
Not directly, no.
 
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Prashan Shan said:
can a strong enough magnetic field bent space time?

mrnike992 said:
Not directly, no.

Actually, yes, it can. Magnetic fields contain energy, and energy produces spacetime curvature. But "strong enough" turns out to be very, very, very strong indeed; to produce the same spacetime curvature as the mass of the Earth does, you would need a magnetic field of about 10 million Tesla throughout an entire volume of space equal to the Earth's volume.
 
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PeterDonis said:
Actually, yes, it can. Magnetic fields contain energy, and energy produces spacetime curvature. But "strong enough" turns out to be very, very, very strong indeed; to produce the same spacetime curvature as the mass of the Earth does, you would need a magnetic field of about 10 million Tesla throughout an entire volume of space equal to the Earth's volume.
ho much energy is required to bend space over a very small area.
 
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PeterDonis said:
Actually, yes, it can. Magnetic fields contain energy, and energy produces spacetime curvature. But "strong enough" turns out to be very, very, very strong indeed; to produce the same spacetime curvature as the mass of the Earth does, you would need a magnetic field of about 10 million Tesla throughout an entire volume of space equal to the Earth's volume.

Ah, I see. That makes sense. Then nothing does not bend spacetime.
 
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  • #11
Prashan Shan said:
ho much energy is required to bend space over a very small area.

It's spacetime, not space, and how much energy is required depends on how much you want to bend spacetime, and over how small an area. In general it takes a lot of energy to cause measurable spacetime curvature; that's why we associate spacetime curvature, i.e., gravity, with large masses, since rest mass is the most concentrated form of energy we know. But even then, as you can see, it takes a lot of mass--the size of a planet--to produce significant spacetime curvature.
 
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  • #12
PeterDonis said:
It's spacetime, not space, and how much energy is required depends on how much you want to bend spacetime, and over how small an area. In general it takes a lot of energy to cause measurable spacetime curvature; that's why we associate spacetime curvature, i.e., gravity, with large masses, since rest mass is the most concentrated form of energy we know. But even then, as you can see, it takes a lot of mass--the size of a planet--to produce significant spacetime curvature.
i asked this question because,,
when a magnet dropped into a copper tube it produces induced current which opposes the further motion of the magnet and produces a time dilation effect (the magnet seems to move slowly) right?
but i thought that it is due to real time dilation which is caused due to the bending of space time around the magnet. it may seem silly.

yes more energy is required to bend space time with magnet but what if space time is really bent when one magnetic field crosses another magnetic field.sorry for my bad english.
 
  • #13
That's not time dilation. That's simply magnetic force working in the opposite direction of gravitational forces, resulting in a smaller magnitude of acceleration.
 
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  • #14
Prashan Shan said:
what if space time is really bent when one magnetic field crosses another magnetic field.

As I said before, spacetime curvature is caused by the energy in a magnetic field (just as by any other kind of energy). Whether one magnetic field is crossing another is irrelevant; it's the energy in the fields that matters.
 
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