Why does electromagnetic energy only pass through certain hole sizes?

AI Thread Summary
Electromagnetic energy's ability to pass through holes is influenced by wavelength rather than frequency. Shorter wavelengths require smaller holes for effective shielding, as seen in Faraday cages and microwave screens. For high-energy radiation like x-rays or gamma rays, dense materials are necessary due to their extremely small wavelengths. The discussion highlights the relationship between wavelength and the size of openings needed for shielding, referencing the principle that effective shielding often requires dimensions around one-tenth of the wavelength. Understanding this relationship is crucial for designing effective electromagnetic barriers.
ChrisAndre
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I have noticed in faraday cages and in microwaves that the holes in the screen manage to prevent certain frequencies from passing through them. Why it is that this happens?
 
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I don't believe it's the frequency, but the wavelength. The shorter the wavelength the smaller the hole (or gap) needs to be to be effective at shielding.

When you get to something like an x-ray or gamma ray you need an extremely dense material to shield from them as the wavelength is so small.

At least that's the impression I have of the subject. Perhaps someone who works in the area can confirm it.
 
I'm pretty sure that it is wavelength, because I've heard talk about Faraday cages and other such electromagnetic barriers, and I've heard "lambda/10 for good shielding."

Thanks for the clarification.
 
You guys do realize that c=\lambda\nu right?
 
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