human7 said:
If we assume a shielding effectiveness for the cable screen of 80 dB, could we not calculate the maximum voltage induced onto the cable?
No, it is still a resonance dependent on the terminations to ground at the cable ends. So, for example, if one wire in the bundle has 50 ohms at each end and another has an inductive termination, and yet another is grounded, and there are a shielded twisted pair in there, it is a biiig calculation of multiple capacitive and inductive interactions. There are ways to do it, but it's not like adding up some simple sums, especially at radar frequencies where the cable length will be many wavelengths long... that'll be multiple modes to boot.
I'll tell you, you could even test it in several test chambers and you'll still get several results, in a range, probably over 5-10dB, dependent on the test set-up.
I'm not saying that there are not ways and means to approximate, and maybe you'll find "a" means to do that which you feel comfortable with, but if you got a reply here then I'd say it'd be worth only as much as you paid for it.
You can't even use bulk current injection because the frequencies you need to test for radar susceptibilities is too high for BCI techniques.
I did this kind of work simulating wiring harnesses in cars and I could throw some ball-park figures at you, but the issue isn't this, the issue is, for example, that you have a particular resonance at a frequency where the kit at the end of the wires has a susceptibility. The
cable can never fail, only the electronics at the end of it. If that is filtered and hardened enough at the cable's resonances, then it'd be a different answer to a home-brew board with no filitering.
It's a how-long-is-the-string question, I am afraid.