Maximally-Flat Impedance Transformers
I am hoping someone can point me in the right direction -- I am an amateur radio operator/builder attempting to build and test a dual rhombic antenna, per the author's plan in
August 1977 QST article by W8DMR
. See figure 4 pg. 26. The antenna was designed for 435-870 MHz, though my primary goal is not so much to include broadcast TV as the author has designed it, but to realize high gain and directivity, on 70cm/440 MHz ham band.
I'd like to run a low-loss 50 ohm coax to this antenna -- as a starting point (guesstimate) I think I am looking at two rhombics in parallel, I'll assume has a Z of 300 ohms. So to start, I have a 1:6 mismatch from my feed line to the Rhombic.
I originally thought I'd make a balun following Ruthroff, Sevick, and others; however I am not so confident about this as most of the balun designs I've looked at are designed for HF and other lower frequencies.
Then, I ran into the wonderful "Maximally-Flat Impedance Transformers" article and spreadsheet here in
! See the attached image -- with an 8-section transformer, I see a very pleasing impedance transformation however, how can this be built? Does the Maximally Flat design assume each section of transmission line has the same characteristic impedance as is computed by this spreadsheet?
I though of using an application such as the excellent
once I had an initial sweep completed with my
, however, I am not yet certain the VNWA will be accurate with such a wide mismatch (50 into 300 ohms nominally).
Would I want to consider making such a transformer of sections of microstrip or copper traces, wire, carefully spaced to have the Impedance in the results of the spreadsheet?
And/or would I want to model the sections as equivalent transmission lines (L/C/R), then actually building a network of eight LCR sections to emulate physical transmission line sections?
Sorry in advance, for "101" questions!
Thank you very much,
Ronan / KB6NHQ
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