No, but there comes a point (eg your -60 dB) beyond which there is no
*discernable* difference in terms of speed, absence of glitches or however you measure it. In common parlance that is "no overlapping".That's why I described channels 1, 6 and 11 as non-overlapping, meaning data rate of a comms link using one channel is not degraded if another link starts up on a no-overlapping channel (or spaced more widely than that) and that conversely if the second channel is closer than that limit, you get progressively worse data rate or glitches as the two channels move closer together in frequency.
In other words, taking the pragmatic engineering attitude rather than the theoretical physical / mathematical approach of very wide bandwidth even if the edges are so weak that they aren't distinguishable from noise.
I'll read that. Thanks.
I've heard of deliberately convoluting a signal in such a way that it looks like noise, and then applying an inverse convolution at the other end. I think one of the design criteria for DVB TV signals was that they had to look like noise so they didn't produce noticeable patterning on analogue TVs if there happened to be a bit of co-channel interference. Obviously that requirement no longer applies now that analogue TV is no longer broadcast or received. I have an old analogue-only TV which I;ve never got round throwing away because it could still be used as a monitor or with an external DVB decoder, and if I let that scan, I can see that the amount of "snow" increases as it tunes across each of the multiplexes broadcast by the TV transmitter. Weird to think that this snow is actually digital TV channels ;-)