- #1
fredsie
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The situation I am considering is that of a single photon directed at a target (say a photographic plate). My understanding is that the wave function for this system (determined by the whole context of the experiment: photon properties, nature of the target, boundary conditions etc.) gives a probability for the photon's interaction with the plate at any pre-specified point on it. Also, I am assuming that when the interaction occurs, energy is transferred to the target (via a chemical change in the emulsion or whatever). Also that energy is conserved, i.e. either the target absorbs the complete photon quantum, or it absorbs it partially, with the balance being released in the form of, say, the emission of a new, lower-energy photon.
My specific question is now this. Is is possible that a suitable wave function could give a non-zero probability to an event where the energy of the initial single photon is shared between two simultaneous interactions with the plate, resulting in two "spots" on the plate, separated in a space-like way?
I can't see any reason in principle why such a compound event should not occur. Also, does anyone know whether any experiments have taken place which exhibited this phenomenon?
Thanks
Fred
My specific question is now this. Is is possible that a suitable wave function could give a non-zero probability to an event where the energy of the initial single photon is shared between two simultaneous interactions with the plate, resulting in two "spots" on the plate, separated in a space-like way?
I can't see any reason in principle why such a compound event should not occur. Also, does anyone know whether any experiments have taken place which exhibited this phenomenon?
Thanks
Fred