Do gamma and X-ray wavelength photons also exist as collapse able wave fx's?

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The discussion centers on the nature of photons, particularly gamma and X-ray photons, in relation to wave functions. It asserts that while different wavelengths, such as gamma and X-ray, represent varying energy levels, they fundamentally relate to the same phenomenon of light as a collapseable wave function. The conversation emphasizes that photons should be understood as quanta of the electromagnetic field rather than entities with conserved probability densities, as they can be created and destroyed easily. This perspective shifts the understanding of light and its interactions in quantum mechanics.

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xander77
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This question has gone unanswered by our friends in nuclear/atomic threads.

My question relates to a solitary Tc^99m decay in particular, and to gamma rays in general. If light is a collapse able wave function, are different wavelength energies the same, ie gamma, x, radio, etc.

My suspicion is yes. Does this mean that a gamma photon detected from a far away galaxy is in fact the collapse of an ever expanding wave function?
 
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Light is essentially the same thing as x-ray or gamma radiation at a lower energy, yes. But I don't think it has a "wavefunction" in any ordinary sense. The reason for this is that you can create and destroy billions of photons as easily as switching on and off a light bulb, so there's no conserved probability density for any individual photon. Instead, you have to think about a photon as the quantum of the electromagnetic field.
 
Photons are not destroyed by turning off a light, they are just no longer created. The emitted photons travel onward until acting upon something, no?
 
>there's no conserved probability density for any individual photon.

This is helpful, thank you

>Instead, you have to think about a photon as the quantum of the electromagnetic field.
 

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