2-Slit: How do we know photon guns only produce single photons?

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Discussion Overview

The discussion revolves around the assumptions and implications of the "single photon" 2-slit experiment, particularly questioning how we can be certain that photon guns only produce whole photons. Participants explore the nature of light sources, the photoelectric effect, and the potential for unmeasured energy in the context of photon detection.

Discussion Character

  • Debate/contested
  • Conceptual clarification
  • Technical explanation

Main Points Raised

  • Some participants question the assumption that a photon gun only produces whole photons, suggesting that there may be unmeasured energy contributing to the detected signals.
  • Others argue that the photoelectric effect demonstrates that only whole photons are detected, based on the kinetic energy of emitted photoelectrons.
  • A participant highlights the distinction between two types of light sources: coherent states with low intensity and Fock states that emit a defined number of photons.
  • There is a discussion about the validity of the assumption that light sources produce whole photons, with some noting that this is only true for Fock states and not for coherent states.
  • Concerns are raised about whether the interference patterns observed in the 2-slit experiment can be solely attributed to single photons, especially if the light source is a coherent state.
  • Some participants express uncertainty about the existence of experiments that have definitively demonstrated the properties of Fock states in the context of the 2-slit experiment.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the assumptions regarding photon production and detection. Multiple competing views remain regarding the nature of light sources and the implications for the 2-slit experiment.

Contextual Notes

Limitations include the dependence on the definitions of photon states, the distinction between coherent and Fock states, and the unresolved nature of whether certain experimental conditions have been met in previous studies.

  • #31
julianb said:
Not everyone can dedicate their lives to math
You don't have to dedicate your life to math to learn enough of the math for a specific area of physics you're interested in to be able to have a reasonably informed understanding.

julianb said:
PeterDavis
Please spell my last name correctly.

julianb said:
The whole point of human civilization is specialization so we can do more as a whole.
It's also a superbly privileged economic take. :/
I have no idea why you think this has anything to do with the discussion in this thread.

julianb said:
If you're not interested with interacting with laypeople, I'm not forcing you to reply to me. I'll find other people who are.
This is uncalled for. I think you need to reconsider your attitude.
 
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  • #33
julianb said:
Apologies, I don't follow.
So, the paper you linked starts off with this assumption: "Consider the well-known processes of emission and absorption of photons by atoms" ... which in turn, I understand, assumes that photons only exist in quantums.
That's not an assumption, it's the evidence-based starting point: All interactions between electromagnetic fields and matter, if examined at a sufficiently low intensity, involve the transfer of discrete amounts of energy and momentum. (We do make an assumption beyond that, namely that at high intensities it's the same physics but scaled up - we know what a drop of water is, we know what a rainstorm is, and we can model a rainstorm as a very large number of drops. There's no observational evidence to make us distrust this common-sense assumption so we'll run with it). That motivates us to seek a theory consistent with these observations - and, yes, such a theory might conceivably allow for other so far unobserved interactions as you suggest in your initial post.

So we proceed to develop such a theory, and eventually we find that the Hamiltonian can be written in the form at the bottom of page 7, as a superposition of quantum oscillators. At this point we decide that "quantized excitation of the electromagnetic field" is an unwieldy phrase and we decide to use the word "photon" instead to name the terms that appear in this Hamiltonian. So we aren't assuming "that photons only exist in quantums", we've constructed a viable theory that describes electromagnetic fields in terms of quanta, and now that we have a viable theory we've decided to name the quanta "photons".
So, when you then wrote 'Thus there's no such thing as "less than 1 photon worth of energy".' -- I'm unsure how that follows? Does the paper demonstrate this? Or merely presume it?
The Hamiltonian at the bottom of page 7, by construction from its starting point at Maxwell's equations, includes all the energy in any arbitrary configuration of an electromagnetic field and there's nothing but photons in that Hamiltonian - that's a demonstration.
Isn't that just still claiming (basically) "we can only detect photons ergo that must be the smallest amount of light"? I don't understand how that is any different from "the atom is the smallest possible particle."
The crucial difference is that there is no "smallest photon". Thus there is no amount of energy so small that it cannot be described as a superposition of photon states. It's analogous to how there's no volume of water that I cannot measure in "spoonfuls" if I have an infinite collection of measuring spoons, one for each real number.

To be fair, there is a LOT of corner-cutting and oversimplifying in that paper and that may reasonably leave you with the suspicion that we're trying to sneak some circular reasoning past you. However, I don't know of any simpler presentation that doesn't totally misrepresent what photons are. For more complete presentation, Lancaster and Blundell "Quantum Field Theory for the Gifted Amateur" is (barely) accessible to someone with a bachelor's degree background. Or if you want free online, there is Srednicki https://web.physics.ucsb.edu/~mark/ms-qft-DRAFT.pdf which is way more demanding but available free on the internet.
 
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  • #34
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