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An interesting property of the Unruh effect is that the very existence of particles depends on a frame. Unruh particles exist in the accelerating frame but not in an inertial frame.
I think exactly the same is applicable to the gravitons for obvious reasons. So inertial pseudo-forces can be explained by the gravitons emitted from the horizon by Hawking process.
However the Unruh effect can be detected only on extremely high accelerations - 10^26 m/s², while for gravitons the effect is obvious for our real life accelerations.
My question is, is it logical to assume that weak (Earth) gravity comes from a very 'cold', long-wavelength gravitons (based on the temperature in Unruh formula)? If so, the relative 'weakness' of the gravity (in comparison with the other forces) can be not a result of an 'extra dimensions', but rather a very small cross-section because gravitons are very long wavelength?
I think exactly the same is applicable to the gravitons for obvious reasons. So inertial pseudo-forces can be explained by the gravitons emitted from the horizon by Hawking process.
However the Unruh effect can be detected only on extremely high accelerations - 10^26 m/s², while for gravitons the effect is obvious for our real life accelerations.
My question is, is it logical to assume that weak (Earth) gravity comes from a very 'cold', long-wavelength gravitons (based on the temperature in Unruh formula)? If so, the relative 'weakness' of the gravity (in comparison with the other forces) can be not a result of an 'extra dimensions', but rather a very small cross-section because gravitons are very long wavelength?