Any Conceptual Underpinning for Partial Reflection of Light (QED)

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SUMMARY

The discussion centers on the conceptual understanding of partial reflection of light, particularly in the context of Richard Feynman's Quantum Electrodynamics (QED). The original poster questions whether there exists a robust model for explaining partial reflection off a single surface, noting that Feynman indicates a lack of a satisfactory model for two surfaces. A participant asserts that classical electromagnetic (EM) wave theory, utilizing the wave equation and boundary conditions, adequately explains partial reflection phenomena.

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jon4444
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Any Conceptual Underpinning for Partial Reflection of Light (QED)?

I recently partially read Feynman's QED. At one point, he says "The situation today is, we haven't got a good model to explain partial reflection by two surfaces;..."
(page 24--can visit Amazon "Look Inside" to read)

My question is whether, on a very high level, there is any good model for partial reflection off of one surface? I understand the point that light is reacting with the entire block of glass and not just the surface--what I'd like to understand is whether this phenomenon equivalent to "wave-particle" duality (in that there are concrete equations to describe the behavior that just are not easily interpretable in the classical realm), or is it even less understood than that and it's just a phenomenon that's experimentally observed and no good model at all exists for why it happens?

In sum, if someone asked me for an example of quantum mechanical effects in everyday life, could I just point to partial reflection off a nearby window and say it's a complete mystery?

Thanks,

Jon
 
Last edited:
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I think classical EM waves account nicely for partial reflection by two surfaces.
Just use the wave equation and the boundary conditions.
 

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