Why is that, is it a near-field vs far-field thing? Because a microwave oven, for example, is pretty big compared to the wavelength but a metal mesh on the door is sufficient to keep your eyeballs from boiling when you stick your face in front. Or maybe I'm misunderstanding and you meant that the gaps in the enclosure have to be smaller, which makes sense.
Yes, I meant that the gaps in the enclosure have to be smaller at higher frequencies.
What I didn't understand until it bit me, was that a lid on a box (like the Hammond 1590B for instance) is not very RF tight. That's even with the lid bolted down and these boxes have a supposedly RF shielding design with a tongue and groove around the lid.
I don't think it's a near field phenomenon, but I'll defer to others with more electromagnetics knowledge.
It's probably a matter of degree of isolation. I don't know what the shielding on the door of the microwave oven is, but if the oven was 1000W and the door provided 60dB of isolation, then only 1 mW would escape and that's probably low enough not to cook our faces.
On the other hand, if I have a 1mW (0dBm) LO on the tracking generator for a spectrum analyzer, even 100dB of isolation isn't enough to keep it out of the SA signal path. A -100dBm signal at the first IF will contaminate the the SA front end at a level that is probably 30+dB above the noise floor (or the DANL).
I'm headed to the kitchen with my spectrum analyzer now and I'll post the results from my microwave oven.