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Unequal-split
Wilkinsons
Revised August
13, 2011
Click
here to go to our general discussion of Wilkinson power splitters
Click
here to go to our unequal-split power divider calculator, it
handles Wilkinsons, rat-races and branchline couplers!
Our material on unequal-split
Wilkinsons is spread onto the following pages:
Split
Tee Power Divider
- the original unequal Wilkinson splitter from 1965
Unequal
split Wilkinsons, the rest of the story (Microwaves101 exclusive,
from 2009!)
Maximally-flat
transformers used in unequal split Wilkinsons
Kouzoujian's
N-way splitter - uses unequal splitters in a planar layout
(Microwaves101 exclusive!)
Traveling
wave combiner (mostly used to create equal outputs but unequal
math is required)
N-way,
unequal split Wilkinsons - by Paul Hubbard and Greg Ordy of
Seed Solutions (Microwaves101 exclusive!)
Our page on the
rest of the story on unequal-split Wilkinsons derives the math
behind the impedance calculations. We'll show you an extra degree
of freedom that the classic unequal-split Wilkinson equations don't
provide.
We are talking about two-way
Wilkinson splitters here, but of course you can make unequal split
N-way dividers. The way to make
power split unequally requires two things: the quarterwave sections
must be of different impedance, to encourage more of the signal
to travel in/out the lower-impedance arm, and a second set of quarter-wave
sections are needed, to transform the arm impedances back to 50
ohms. The structure looks similar to a two-stage Wilkinson without
the second isolation resistor (here "RW" is
the Wilkinson isolation resistor).
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Topology
for unequal-split Wilkinson
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The above image and many more
are available in a Word document you can get in our download
area (for free).
What constitutes a valid solution
to the unequal splitter network? There are really just three criteria
that must be met:
- All ports are perfectly matched
at center frequency
- Infinite isolation is achieve
at center frequency
- In the even mode (exciting
Port 1) the splitter is lossless.
When you look at any of the
unequal-Wilkinson solutions, keep an eye on these three properties!
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