Does the photon wavelenght come back to original when one path is blocked ?

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Discussion Overview

The discussion revolves around the behavior of a photon in interference experiments, specifically addressing whether the wavelength of a photon returns to its original state when one path is blocked in setups like the double slit or half silvered mirror experiments. The conversation touches on concepts of wavelength, phase shifts, and their implications in the context of interference patterns.

Discussion Character

  • Exploratory
  • Debate/contested
  • Technical explanation

Main Points Raised

  • One participant questions whether the wavelength of a photon is halved upon passing through a half silvered mirror and if it returns to its original wavelength when one path is blocked.
  • Another participant asserts that the wavelength does not change during double slit experiments, citing conservation of energy.
  • A participant introduces the idea of phase shifts occurring during reflection and questions if these shifts revert when one path is blocked.
  • It is noted that phase shifts are related to the light field rather than the photon itself, and that blocking one path eliminates phase differences between the two paths.
  • A later reply emphasizes that while there may be a phase shift due to reflection, it is not measurable unless two fields overlap.

Areas of Agreement / Disagreement

Participants express differing views on the behavior of wavelength and phase shifts in relation to photon interference. There is no consensus on whether the wavelength changes or if phase shifts revert when one path is blocked.

Contextual Notes

Participants discuss the implications of phase shifts and wavelength changes without resolving the underlying assumptions or definitions related to these concepts.

sanpkl
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does the photon wavelength come back to original when one path is "blocked"?

Subject: Single particle (photon) interference in double slit or half silvered mirror experiment...question about wavelength and phase shifts...

in the half silvered mirror experiment or the double slit experiment with single photon ...

when the photon passed through the half silvered mirror...its wavelength gets halved (depending upon the angle of the mirror and length of path)...if i understood this correctly...

and later...when both the paths are make to combine ...the photon interferes with "itself"...


my question is:

if one of the paths is blocked...does the photon get back (keep) its original wavelength?

and of course this would work for delayed choice experiment also?
 
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sanpkl said:
when the photon passed through the half silvered mirror...its wavelength gets halved (depending upon the angle of the mirror and length of path)...if i understood this correctly...

No. It does not. The wavelength does not change at any time in common double slit experiments. If it did, that would cause a violation of conservation of energy.
 


however there is a phase shift...

does the phase shift come back too? if the other path is blocked?
 


Yes, there is a phase shift in the light field each time the light is reflected off a mirror. If both arms of the interferometer are open, you will therefore create a phase difference between both arms and of course also between the exit ports of the final beam splitter, which can create destructive or constructive interferences at the detectors.

If you now block one of the arms, there is only the field of one path left "feeding" the final beam splitter and of course there can be no phase differences as you have only one field left. Note that phase is NOT a property of the photon, but of the underlying field.
 


however of course ...would there still be a phase shift in the photon's wavelength pre and post reflection? when the other path is blocked...
 


A phase shift in the wavelength? That does not make sense. Phase and wavelength are two completely different properties of light fields. The only thing you can measure about phase are phase differences between two fields when they overlap. So when you block one of the beams, you have only one beam present and there will be no measureable phase difference between the field and itself. You can imagine that there will still be a phase shift due to reflection, but that is not measurable until you superpose this field with another field to test the relative phase between them. If you did that, you would see that the phase shift due to reflection remains the way it is inside one arm, no matter whether the other arm is blocked or not.
 


i have posted a new thread on a different topic i.e. delayed choice.

in case you are interested please take a look, i look forward to your reply
 

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