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Does the circumference of a circle with infinite radius equal a straight line?
Quote from: Alan Depends on the nature of the interaction. At low photon energies the photon generally disappears into heat, a chemical change, or the movement of charge in an electrical circuit, but at energies above the visible spectrum you can get all sorts of secondary emission including photonuclear reactions. What is the likelihood that emissions arising from these interactions would influence the original beam? Would there be any effect other than "attenuated intensity"?
Depends on the nature of the interaction. At low photon energies the photon generally disappears into heat, a chemical change, or the movement of charge in an electrical circuit, but at energies above the visible spectrum you can get all sorts of secondary emission including photonuclear reactions.
We use all kinds of filters to remove photons of specific energies from a beam to produce a more monoenergetic (monochromatic) beam of lower intensity.
I'm dealing with just such a case right now: the phenomenon of "buildup" as a photon beam passes through a concrete barrier. Multiple interactions within the barrier means that you can end up with more photons coming out than went in, but at a lower mean energy per photon.
As consequence of such kind of interactions a photon that interacts with the target is completely removed from the incident beam, in other words a beam of photons that cross a medium is not degraded in energy but only attenuated in intensity.
A more commonplace example is where the Sun shines on a rock + warms it up.
I would think that the shorter the wavelength, the greater the penetrating power.
Since the big bang has the number of photons remained constant? If not then what kind of interactions changes this number?
Quote from: BillSI would think that the shorter the wavelength, the greater the penetrating power.There is another mechanism at work for wavelengths that are much longer than the object size.If the wavelength of the radiation is much more than twice the size of the object, the radiation tends to go through and/or around the object as if it wasn't there. This is the ultimate penetrating power!