How to calculate transmissivity of a set of reflective foils

AI Thread Summary
The discussion revolves around calculating the transmissivity of reflective foils, specifically when considering an infinitely thin foil that absorbs 1% of incoming radiation and emits 0.5% in both directions. Participants debate the behavior of the remaining 99% of radiation, highlighting that it will be reflected, particularly if the foil is a conductor like gold. Concerns are raised about the assumption of an "infinitely thin" foil, as real-world thickness affects light transmission. The conversation emphasizes the need to account for additional parameters, such as the heating of the material upon absorption, which alters the emitted wavelengths. Modifying the model to include these factors is suggested for a more accurate result.
Christofer Br
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Suppose I have an infinitely thin foil that absorbs 1% of incoming radiation. It therefore emits 0.5% of the incoming radiation in both directions perpendicular to the plane of the foil. That is, transmission is 0.5%. How to calculate transmission for a series of such foils? There will be a lot of absorbtion and reemission between the layers and I don't know how to integrate all of this
 
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Christofer Br said:
That is, transmission is 0.5%
I am wondering what happens to the remaining 99% of the radiation after the first foil in your thought experiment. The reflection will depend on the Dielectric constant of the foil. See this link on Fresnel Equations.
 
sophiecentaur said:
I am wondering what happens to the remaining 99% of the radiation after the first foil in your thought experiment. The reflection will depend on the Dielectric constant of the foil. See this link on Fresnel Equations.
It will be reflected, the foil is a conductor (lets assume it's gold because it has relatively constant emissivity across a very broad spectrum, exact properties are not important) - so it REFLECTED 99% and emitted additional 0.5% in one direction
 
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An "infinitely thin" foil is a bit too much of an abstraction for this question. Loads of light will pass through a thin enough gold foil. Just how thick are you suggesting?
 
sophiecentaur said:
An "infinitely thin" foil is a bit too much of an abstraction for this question. Loads of light will pass through a thin enough gold foil. Just how thick are you suggesting?
Just consider that all the light is either reflected or absorbed, and the absorbed light is immediately emitted equally in both directions perpendicular to the plane of the foil (thats why I insisted on an infinitely thin foil, so we can ignore emmisions from the "sides")
 
Christofer Br said:
Just consider that all the light is either reflected or absorbed, and the absorbed light is immediately emitted equally in both directions perpendicular to the plane of the foil (thats why I insisted on an infinitely thin foil, so we can ignore emmisions from the "sides")
You are assuming that the transmitted light is not relevant here then? I have a problem with that.
Also, when light is absorbed, it will warm up the material and not re emit the same optical wavelength.
I think you need to modify your model to include some extra relevant parameters if you want to obtain a relevant result.
 
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