Prashan Shan
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is magnetic repulsion and attraction is due to the bending of curvature of spacetime?
The discussion clarifies that magnetic repulsion and attraction arise from the electromagnetic force, not the bending of spacetime. While magnetic fields can influence spacetime curvature due to their energy, the required strength is extraordinarily high, approximately 10 million Tesla, to match the gravitational effects of Earth. The conversation also emphasizes that magnetic forces operate independently of spacetime curvature, even in negligible curvature scenarios.
PREREQUISITESPhysicists, engineering students, and anyone interested in the fundamental principles of magnetism and spacetime interactions.
thank you for replying. I saw on internet that magnetic lines are curved due to the bending of space time.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.
Prashan Shan said:magnetic lines are curved due to the bending of space time.
then, can a strong enough magnetic field bent space time?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.
Prashan Shan said:can a strong enough magnetic field bent space time?
mrnike992 said:Not directly, no.
ho much energy is required to bend space over a very small area.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.
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.
Prashan Shan said:ho much energy is required to bend space over a very small area.
i asked this question because,,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.
Prashan Shan said:what if space time is really bent when one magnetic field crosses another magnetic field.