Does spacetime curvature of EM field affect zero-charge particles?

[splur]

I've read in a few places that the energy and momentum of the electromagnetic field will itself induce a curvature of spacetime, much like the presence of matter. I'm not very familiar with general relativity, but does this imply that particles with mass and zero charge will still be affected by an EM field?

 

[atyy]

Yes.

 

[Entropia]

Yes, the spacetime curvature of an electromagnetic (EM) field does affect zero-charge particles. This is because in general relativity, the energy and momentum of any form of energy, including EM fields, contribute to the curvature of spacetime. Therefore, even though zero-charge particles do not interact directly with the EM field, they will still be affected by the curvature of spacetime caused by the field.

This can be understood by considering the principle of equivalence in general relativity, which states that the effects of gravity are equivalent to the effects of acceleration. In this case, the EM field can be thought of as causing a form of acceleration, which in turn leads to a curvature of spacetime. And since all particles, regardless of their charge, are affected by the curvature of spacetime, zero-charge particles will also experience this curvature.

Furthermore, in the presence of a strong EM field, the curvature of spacetime may become significant enough to affect the trajectories of zero-charge particles. This is because the curvature of spacetime determines the path that particles follow, and if the curvature is strong enough, it can cause particles to deviate from their expected trajectory.

In conclusion, the spacetime curvature of an EM field does indeed affect zero-charge particles, and this is a consequence of the principles of general relativity. So even though these particles do not interact directly with the EM field, they can still experience its effects through the curvature of spacetime.