"Owen Duffy" wrote in message
...
Ed wrote in
36.82:

Owen Duffy wrote in
:


Ed,

You might have expected the feedpoint impedance to be around 70 ohms.
It will depend on the feedline configuration, because you haven't
taken much is the way of measures to decouple the feedline.

Your measured fwd and ref indicates VSWR~=1.5 which is consistent
with 70 ohms, but you haven't measured 70 ohms.

Assuming though that such an antenna should be close to 70+j0 at
resonance...

If you did want to incorporate an impedance matching system that
doesn't compromise the portability you have described, you could try
a twelfth wave transformer with 29.3° of 50 ohm coax from the
feedpoint, then 29.3° of 75 ohm coax then any length of 50 ohm coax
to the transmitter.

For example, for 146MHz, that could be 137mm of Belden 9258 (RG8/X)
then 139mm of Belden 1189A (RG6/U) then any length of 50 ohm coax to
the tx.

Owen


Very nice, Owen. Saved me a lot of difficult math.... since I
have
those materials on hand I may see what I can throw together tomorrow.

I didn't do the math, I punched the numbers into TLLC
(http://www.vk1od.net/tl/tllc.php).

Of course, the reason I was so specific is that translation from the
29.3° depends on the velocity factor... so use the velocity factor for
the cables you have at hand. (For example, if you use RG59, it has a
very different velocity factor to te 1189A, and you need to adjust
accordingly.)

There is a little on the twelfth wave transformer, including a graph of
the lengths for different transformation ratios at
http://www.vk1od.net/RG6/index.htm .

Have fun.

Owen


Hi Owen

Another way of avoiding the math is to use both a Smith Chart and an
overlay of a Z Theta Chart. The problem of choosing line lengths and their
Zo them becomes intuitive. But any "perfect match" does depend heavily on
knowing impedance rather than VSWR, as you know.
The load impedance ploted on the Smith Chart can be assummed to translate
to any impedance on the circle of constant VSWR for any load impedance.
The impedance moves along the line of constant "Theta" on the Z Theta Chart
for a change of Chart Z.
With the overlay of the two charts, it is fairly easy to see what lengths
and Zo will produce the best match.

Jerry KD6JDJ