Agilent Technologies E4418B - Page 149

Measurement Uncertainty Analysis – Power Reference Level Test
Measurement Introduction
Agilent E4416A/E4417A Service Guide B-11
Using the above values gives
Ci
V
comp
V
comp
d
d
PM
2V
1
V
0
–()
4RCFM
s
-----------------------------
2.129 10
4–
×
V
Ω
----
===
Ci
V
1
V
1
d
d
PM
2V
comp
2V
1
–
4RCFM
s
---------------------------------------- 1.224 10
2–
×
V
Ω
----
== =
Ci
V
0
V
0
d
d
PM
2–()V
comp
2V
0
+
4RCFM
s
------------------------------------------------- 1.245– 10
2–
×
V
Ω
----
== =
Ci
R
Rd
d
PM
2–()V
comp
V
1
V
0
–()V
0
2
V
1
2
–+
4R
2
CFM
s
--------------------------------------------------------------------------------------------
4.727– 10
6–
×
W
Ω
-----
== =
Ci
CF
CFd
d
PM
2–()V
comp
V
1
V
0
–()V
0
2
V
1
2
–+
4RCF
2
M
s
--------------------------------------------------------------------------------------------
9.696– 10
4–
× W== =
Ci
Ms
Msd
d
PM
2–()V
comp
V
1
V
0
–()V
0
2
V
1
2
–+
4RCFM
M
2
--------------------------------------------------------------------------------------------
9.454– 10
4–
× W== =
4402serv.book Page 11 Tuesday, October 14, 2003 3:18 PM