Imagine we place two charged objects a very far distance apart, essentially making them point charges. How does the EM force interact between the two point charges if virtual photons cannot exist for long periods?
What I know
According to particle theory, the EM force is "activated" by the exchange of virtual photons. According to QM and the Uncertainty Principle: ΔE*Δt > h (approx). Virtual photons can only come about if they exist for a very, very short amount of time because the error in the energy becomes very large, and thus the conservation of Mass and Energy is not violated. If we place the two point charges very far away, the time component becomes very large, thus making the energy component have a small deviation, narrowing it down to a specific energy.
Place two point charges 1 light year apart, and give the two points equal charges such that the total electrostatic force is 1 newton between them. In order for the force to be exchanged, the "virtual particles" must now live for 1 year (Δt = 3.15569e+7 seconds), giving each photon a very specific energy and thus a very specific wavelength. If we look at the space in between these two objects, will we see light in that void?
Tying it all together
Sorry for the block of text, but this is how I thought of this problem.
So in conclusion:
Can the EM force be exchanged by real photons and NOT virtual photons?
Can virtual photons change into real photons?
Over long distances, will we see radiation from the photons coming from the electromagnetic force?