<(E-Mail Removed)> wrote in message
news:bi09u6$93m$(E-Mail Removed)...
> Don W. <(E-Mail Removed)> wrote:
>
> > Here is a good link on feeding a parabolic reflector:
> > http://www.trevormarshall.com/biquad.htm
>
> On that page, I don't see a specification for the length of the
> copper tube that is the mounting point between the biquad
> reflector and the Primestar feed arm. Do I have to calculate
> the focal point, and make adjustments from the center of the
> dish?
I would assume the focal point to be the position of the active element of
the original Primestar feed. If you don't have the Primestar feed, one way
to determine focal point is to line the reflector with aluminum foil and
point it at your garage door at night from the end of your driveway. Attach
wires to a brake light bulb and connect it to 12 volts and position it
around the obvious location of the old feed. The 'spot' of illumination on
the garage door should intensify when you're near the focus. Even better,
in the daytime with direct sun, put on your sunglasses and put a ping-pong
ball on the end of a stick. Point the reflector at the sun and move the
ping pong ball until you find the bright spot. It's important you know
where to point the reflector and the Primestar is an offset dish, so that
can be a little tricky. Just remember the angle of reflection is the same
as the angle of incidence, so imagine you're banking your shot to the sun
off the reflector with the cue ball at the (approximate) focus.
I'm guessing the author pointed the dish at a 'beacon' signal and moved the
feed in and out until maximum signal was achieved.
>
> > Also, this is a little awkward to read, but here is a table of
> > contents with links to chapters in PDF format:
> > http://www.qsl.net/n1bwt/contents.htm
>
> In reading through these, for a given existing parabola, is it
> correct that the focal point is determined by the f=D^2/16d,
> and that frequency has nothing to do with it?
It's true that frequency has nothing to do with it. Well, I should say it
has nothing to do with the shape of the parabola or the position of the
focus. I don't understand your formula and I don't have time at the moment
to find it in the article, but I'm sure the 'f' is focal point (distance
from reflector to focus) and this formula has something to do with the
optimal relationship between the focal length and the diameter of the
reflector. Any way, the focal point is always determined by the geometry of
the parabola. Interestingly, there's really only one 'parabola' shape.
What appear to be different parabolas with different 'depths' are really
just close-up or wide-angle snapshots of the area of the parabola nearest
the axis. Zoom way out and the parabola appears to be a very deep dish with
the focus close to the reflector. Zoom way in and the parabola appears to
flatten out with the focus far from the reflector.
>
> So I do need to either calculate the f of the Primestar dish,
> or learn the length of the copper tube.
Make the copper tube long enough to move the feed in and out. Position the
feed where it works best. That should be the focus.
>
> Is the phase center alignment then a matter of +/- 1/4", and
> done by trial and error, or is it a measurable distance with
> the BiQuad feed?
>
Was that formula about phase center alignment? I wouldn't even bother with
phase center alignment. Most texts don't even address it because in
comparison with focus alignment it's hardly a factor. If you're shooting
for a 60% efficiency factor and everything else has been optimized and
you're still not quite there, then maybe phase center alignment should be a
consideration. I'd say just move the BiQuad feed in and out until you find
the 'sweet spot' and I'll bet that will be where the BiQuad is at the focus.
>
> --
> ---
> Clarence A Dold - Hidden Valley (Lake County) CA USA 38.8-122.5
Clarence, I feel like an idiot advising YOU on feeding a parabolic
reflector! You probably have more knowledge and experience than I do.
We're not terribly far from each other (I'm in Concord.) One of these days
we should get together for our own private home-brew antenna shoot-out.
Heck, it would be more fun with more participants. We really should set up
a North Bay/East Bay shoot-out! Think we could get Michael to fly out west
for that? Think David would make a trip to California if he knew how close
Lake County is to the best vineyards in the world?
Don W.