scalar network
In satellite antenna theory, the perfect satellite dish fits the frequency it is receiving. That is, it's F/D ratio makes a 4th dimensional perfect match to the satellite signals shape.
Take for instance, a listening device. Sound is amplified in front of it with a feed of a microphone, and it is located close to the reflector (a mini dish), which has a very deep shape, which gives it a low F/D. This is because sound, as a frequency, is found very low in frequency, and is kind of round, that is, it eminates from a small point (your voice box opening), to a larger round area (your mouth), and also gets bigger from there.
These functions of round waves make it actually the only true three dimensional wave (where terrestrial tv waves, am, fm, are more pointed in a certain direction, and go from "up" to "down" and are two dimensional, or flat) are only true in satellite signals and somewhat in a CB's signal, because they go all the way around the antenna used to propagate, and "circle", and radar does the same, only it uses a directional circulation.
So, a deeper dish is better at lower frequencies, like C compared to KU, and the scalar makes up for the dish which does not fit the three dimensional shape of the wave it is receiving. Which is why on a deep dish, you put the throat farther out from the scalar (according to Hoyle), and it's F/D is lower, and the wave propogates to a shorter distance than a flatter dish with a higher F/D. From here, one can actually show that it is focal point, that is, where the feeds throat sits, that causes the signal to enter correctly, (or wrongly
and everybody here said something right about "the scalar rings". But what I did not say was why something should sound wrong about what I said here and left out here. Maybe another day...:up