TYPE
1606-A R-F BRIDGE
-137
-
1932
-
(-137)2
x,
=
-16,400
-16,400
= -136 ohms
0.984
5.4 MEASUREMENT
OF A 50.OHM
LINE
TER-
MINATED
IN ITS CHARACTERISTIC
IMPEDANCE
AT 50 MC. At very high frequencies,
lead correc-
tions are very
important.
I1 is also desirable,
if
possible, to bring up the outer conductor
of the co-
axial
line over
the
panel and make contact
either
with the panel directly
or with a clamp placed
un-
der one of the panel scre'xs.
(One of theblack
panel
screws suppliedmust
be replacedwitha"
unpainted
lo-32 screw for this application.)
(See Figure
9.)
a. Connect thegenerator
and detector,
andcheck
for leakage as outlined
in paragraph
3.5.
At high
frequencies,
reliable
measurements
cannot be made
unless both the generator
and detector
are fitted
with coaxial connectors.
b. As indicated in paragraph
3.7, either the short
clip lead or a short
length of No. 2.0 bus wire can
be usedfor
connectionto
the unknown.
Assume that
the short
clip lead is
used
for this measurement.
Screw the lead into the ungrounded
bridge terminal
and clip it to ground directly
at the end of the co-
axial line under test.
(See Figure
4b.) The react-
ance of any groundconnection
used is therefore
in-
cludedin
the initial
balance and is notmeasured
as
part of the unknown.
c. Since the line is terminated
in its character
-
istic
impedance,
the measured
reactance
will
be
low.
Therefore,
the REACTANCE
dial should ini-
tially be set in the lower
part of its range,
say at
500 ohms, with the switch at LOW.
Establish
ini-
tial balance using the INITIAL
BALANCE
controls.
d. Transfer
the connecting-leadclip
to the cen-
terconductor
of
the
coaxial
line andrebalance
with
the RESISTANCE
and REACTANCE
controls.
Sup-
posethe readings
are 40.5 ohms and 350 oh&s,re-
spectively.
Before
corrections,
the indicated
rc-
sistance R,
and reactance
Xm are:
R,
= 40.5 ohms
X
350 -
500
"1 =
50
= -3.0
ohms
For a slightly
more precise
reactance
reading. re-
peat the measurement,
with the REACTANCE
dial
initially
set closer
to zero.
for a dial reading
of 40.5 ohms at 50 MC. It 1s 1.23.
The corrected
value of resistance
then becomes:
RI"'
= 40.5 . 1.23 = 49.8 ohms
f. To correct
for
the capacitance
to ground
of
the connecting
lead, determine
from Figure
6 the
corresponding
reactance
(X,) of the short clip lead
at 50 MC. It is -838 ohms.
Applying
equations
(1)
and(2)to
determinetheactual
line inputimpedance,
ZP
RX
49.8
= 0.996
= 50.0 ohms
X x =
-3.0
- !E$
- k&
0.996
= Oohms
g. This example
is
cited
as an extreme
case,
in which failure
to correct
for the inductance
of the
resistance
capacitor
leads to a" error
in resisr-
ante measurement
in the order of 20 percent.
5.5
MEASUREMENT
OF BALANCED
CIRCUITS.
The Type 1606-A R-F Bridgewillnot
measure
bal-
anced circuits
directly.
However, the measurement
can be made by a" indirect
method. In the balanced
circuit
shown in Figure
8a, the following
three im-
pedance measurements
are required:
Zl = impedance
between A and ground, B
grounded,
Z2 = impedance
between B and ground,
A
grounded,
Z3 = impedance
between A and B connected
together
and ground.
The effective
components of the balanced ner-
work can be calculated
from the following
equations:
221
zJJ$=
Zl
Zl
A
1+Y?-iq
222
Z BC =
Z2
Z2
1+y--
3
Zl
223
7
Z
AC=l+Z3
z3
Figure 90.
Zl
z2
15
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