tehno
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AFAIK,the corresponding wavefunction must be employed to describe photon propagation.lightarrow said:Infact, when you talk about emission and absorption, you are not talking about a photon during propagation, so, it's in those processes that the photon's size is zero.
Unfortunatelly ,it can't be visualized .It is constructed on abstract math space -not a real space.Probability waves can't be visualized for the same reason-they are not real.
To illustrate and make you furtherly wonder about difficulty of defining "size" of photon ,and that it can't be associated with wavelenght,I would like to turn your attention to a very known and useful phenomenon..
Polarized EM wave.Ever heard of it?
Both ,from the standpoint of EM theory and experience a polarized EM wave can pass through a very thin slit which is perpendicular to its direction of polarization (if the slit is long enough).
Regardless of the wavelenght, EM wave can be treated like a planar wave.
So the next question you may ask is how "thin" are the photons of such wave during propagation through the slit?And I will not be answering this one