MATCH NETWORK DESIGN EXAMPLES
16-22 GHz Complex Interstage Match
In this example, we'll show you how to handle a situation where you
want to analyze (or design) an interstage match between a complex
source
and load.
Below is a six-element network that appeared in
Microwave
Journal in 1983. It is an
excellent
design based on equations presented in the article. Its
almost
optimum!
The source impedance is in
parallel form, while the
load is in
series
form. They represent, respectively, the output impedance of the first
stage, and the input impedance of the second stage, of a microwave
amplifier.
By now, you should be able to
create
a .IMP load file for the RC load values shown. But, don't bother, we've
included the load .IMP file for you. We named it "
L1."
To model the source, set the
reference impedance,
Z0, equal to 192 ohms. That way, all VSWR calculations done by
SmithMatch
will reflect what the source actually
sees. Make
sense? We'll include the reactive part of the source, i.e., the shunt
0.1 pF capacitor, as the
last
element in the match network. In other words, we'll employ
parasitic
absorption, and just include it as
part
of the match network! Slick, huh?
If you need to calculate the series impedance of a parallel RC network
like the one shown above, it's
easy
to do it with
Sceptre, our frequency domain circuit
analysis program.
To
try this example, choose "
(1)
SmithMatch" from the
Main Menu, as
before, by either pressing "
1" or by using the "
F1"
function key.
SmithMatch
Module
System Z0
[<Enter>=Quit] ? _
Enter "192"
as the System Z0 reference impedance and press <Enter>.
Filename ? _
Enter "L1" as the
name of the .IMP load impedance file and then press <Enter>.
The RC load file, which represents the impedance of a series
connected 9 ohm resistor, and a 0.57 pF capacitor, will appear on your
screen. As before, a small circle will mark the low end of the band.
Here is a Smith Chart plot of the load file as it should appear on your
screen with a VSWR = 1.5 circle:
VSWR: 1.5
03-19-2005 @ 11:02:19

System
Z0: 192 ohms
Data
File : L1
Freq
RL
XL
VSWR
16000.0
9.000
-17.450
21.510
17000.0 9.000
-16.420 21.490
18000.0
9.000
-15.510
21.473
19000.0
9.000
-14.690
21.458
20000.0 9.000
-13.960
21.446
21000.0
9.000
-13.290
21.436
22000.0
9.000
-12.690
21.427
Command ? _
Ckt: \Load |
As you can see above, the VSWR looking into
the second stage of this amplifier is
quite
high, and this, given the bandwidth involved, explains
why
the match network has
six elements in it. In the
normal "scheme of things," you'll likely
never
design a network with more than
nine elements in
it.
This match network will not actually be
built
using lumped elements, that would be impossible. They're just being
used as a
design artifice here.
Using them
simplifies the design. Once the lumped
design is completed, the network will be
converted
to distributed form, and then realized in microstrip.
Enter the
six elements, one at a time, starting at
the load end. When you reach the input of the network, be
sure
to add the 0.1 pF shunt C which is part of the source impedance.
Here is what the screen
should
look like when you're done. If it doesn't, press "
R"
to restart and repeat the analysis to find where your mistake is.
VSWR: 1.5
03-19-2005 @ 11:10:51

System
Z0: 192 ohms
Data
File : L1
Freq
RI
XI
VSWR
16000.0
187.773 0.526
1.023
17000.0 177.419
-16.722
1.128
18000.0
159.046
-31.166 1.295
19000.0 141.908
-30.394
1.424
20000.0 137.852
-19.007
1.420
21000.0
153.378
-5.216
1.254
22000.0 198.339
-4.677
1.041
Command ? _
Ckt:
\5(0.1)\1(0.48)\4(0.299)\1(0.34)\2(0.127)\4(0.14)\1(0.032)\Load |
Wow, that's a
great match, isn't
it? But, look close, there
is a VSWR
bump
in the 19-20 GHz region. Can
you fix that?
We
can!
Look below. We've re-done the sketch of this complex interstage match
network with a
better set of
values. Guess where
they came from? A "no brainer,"
huh? We used
OptiMatch to
smooth
out the bump by
tweaking the element values in it.
You really should
try these
values to see what the match looks like in
optimized
form.
Type "
Q" to Quit and then press
<Enter>
to return to the
SmithMatch Module entry point.
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