Can a Two-Slit Interference Experiment Display a Particle Model of Light?

AI Thread Summary
In a two-slit interference experiment with widely spaced slits, the resulting pattern would not align with a pure particle model of light, as each slit would produce diffraction patterns resembling concentric circles. The particle model suggests that light behaves as discrete photons, yet their paths are still influenced by wave equations, such as Maxwell's equations. The discussion emphasizes that light's behavior—whether particle-like or wave-like—depends on the experimental circumstances. It is noted that while light can be described using particle and wave models, these are better viewed as descriptions rather than distinct models. Ultimately, the appropriate description of light varies based on the context of the experiment.
pillanoid
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Homework Statement



If the two slits in a two-slit interference experiment were so far apart that their diffraction patterns did not overlap, would the pattern displayed be consistent with a particle model of light?

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The Attempt at a Solution



I said that it would not, since there would be diffraction of each individual slit's pattern (meaning each would look like a bunch of concentric circles).
My professor said that it would be consistent with the particle model of light, but I couldn't really understand his explanation.
It's my understanding that in the particle model of light, the light from each slit would then just be a concentrated thing of light without diffraction, so I may be wrong there, but either way, can someone please explain this?
 
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pillanoid said:
It's my understanding that in the particle model of light, the light from each slit would then just be a concentrated thing of light without diffraction, ...
No. The essence of the particle nature of light is manifested in interactions, i.e. hitting the screen.1 The motion of a photon, including passage through a slit, is governed by the wave equation (Maxwell's equations).

1 Particle behavior also modifies the vacuum, but since this is in the intro phys forum, that is probably too advanced to discuss here.
 
Oh, okay. So in the particle model of light, each photon will act as a particle, and the path it takes is determined by the wave equation (which I'm guessing involves some uncertainty principle or something like that?). The resulting diffraction (the concentric circle pattern) is due to the fact that there are so many photons, and each follows its own path. Or at least would be the case if the particle model were true. Is that what you meant?
 
pillanoid said:
So in the particle model of light, each photon will act as a particle, and the path it takes is determined by the wave equation (which I'm guessing involves some uncertainty principle or something like that?). The resulting diffraction (the concentric circle pattern) is due to the fact that there are so many photons, and each follows its own path. Or at least would be the case if the particle model were true. Is that what you meant?
Not exactly. The manifestation of wave or particle behavior is determined by circumstance. EM radiation containing a single photon's worth of energy still obeys Maxwell's equations, and it has no definite photon composition. This radiation collapses to a photon at the moment when it hits the screen.
 
Is that the particle model or what "actually" happens?
 
pillanoid said:
Is that the particle model or what "actually" happens?
Hmm. Interesting point. I would say that the term "model" should not really be used here. Alternatively, I would say that light can be modeled as particles, but then it will be difficult to describe many optical phenomena, e.g. diffraction. I would say that light does not have particle and wave models, but rather particle and wave descriptions, and the appropriate description depends on circumstance. For unobstructed light in a vacuum, either description is just as appropriate. When you start complicating the system in which you want to describe the light (e.g. by putting double slits and a screen in the path), then one or the other description starts to become more appropriate, depending on which property you are trying to determine.
 
all right, thanks!
 
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