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Agilent Technologies 4395A - Page 433

Agilent Technologies 4395A
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Calibration
for
Network
Measurement
S
11
A
=
S
11
M
0
E
DF
E
R
F
h
1+
S
22
M
0
E
DR
E
R
R
E
S
R
i
0
S
21
M
0
E
XF
E
T
F

S
12
M
0
E
XR
E
T
R
E
LF
1+
S
11
M
0
E
D
F
E
R
F
E
S
F
1+
S
22
M
0
E
D
R
E
R
R
E
S
R
0
S
21
M
0
E
X
F
E
T
F
S
12
M
0
E
X
R
E
T
R
E
LF
E
LR
S
21
A
=
1
+
S
22
M
0
E
D
R
E
R
R
E
S
R
0
E
LF
S
21
M
0
E
X
F
E
T
F
1+
S
11
M
0
E
D
F
E
RF
E
SF
1+
S
22
M
0
E
D
R
E
RR
E
SR
0
S
21
M
0
E
X
F
E
TF
S
12
M
0
E
X
R
E
TR
E
LF
E
LR
S
12
A
=
1
+
S
11
M
0
E
D
F
E
RF
E
SF
0
E
LR
S
12
M
0
E
X
R
E
TR
1+
S
11
M
0
E
D
F
E
R
F
E
S
F
1+
S
22
M
0
E
D
R
E
R
R
E
S
R
0
S
21
M
0
E
X
F
E
T
F
S
12
M
0
E
X
R
E
T
R
E
LF
E
LR
S
22
A
=
S
22
M
0
E
D
R
E
R
R
h
1
+
S
11
M
0
E
D
F
E
R
F
E
S
F
i
0
S
21
M
0
E
X
F
E
T
F
S
12
M
0
E
X
R
E
T
R
E
LR
1+
S
11
M
0
E
D
F
E
R
F
E
S
F
1+
S
22
M
0
E
D
R
E
R
R
E
S
R
0
S
21
M
0
E
X
F
E
T
F
S
12
M
0
E
X
R
E
T
R
E
LF
E
LR
In
addition
to
the
errors
removed
by
accuracy
enhancement,
other
systematic
errors
exist
due
to
limitations
of
dynamic accuracy
, test
set
switch
repeatability
,
and
test
cable
stability
.
These
,
combined
with
random errors
, also
contribute
to
total
system
measurement
uncertainty
.
Therefore
,
after
accuracy
enhancement
procedures
are performed,
residual
measurement
uncertainties
remain.
Basic Measurement Theory A-57

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