Viavi IFR 6000 Getting Started Manual page 26

A / C D e c o d e r / S L S T e s t S c r e e n
X P D R – A / C D E C D R / S L S
D E C O D E R I N N E R L O W
D E C O D E R I N N E R H I G H
D E C O D E R O U T E R L O W
D E C O D E R O U T E R H I G H
S L S 0 d B
S L S - 9 d B
A C O D E = 2 6 2 0 I D E N T
A 4 A 2 A 1 B 4 B 2
C A L T = 1 0 0 0 0 0 f t
A 4 A 2 A 1 B 4 B 2
R U N
T E S T
A / C S p a c i n g W i d t h T e s t S c r e e n
X P D R – A / C S P A C / W D T H
➔
 A =
F 1 W I D T H
F 2 W I D T H A =
F 1 - F 2 A = 2 0 . 3 0 0 u s
R E P L Y D E L A Y
R E P L Y J I T T E R
R E P L Y R A T I O
- 8 1 d B m R E P L Y R A T I O
A T C R B S A L L - C A L L
P U L S E A M P V A R A = 0 . 0 d B C = 0 . 0 d B
R U N
T E S T
P o w e r a n d F r e q u e n c y T e s t S c r e e n
X P D R – P O W E R / F R E Q
T X F R E Q = 1 0 9 0 . 1 2
M E A S U R E D V I A
M T L ( D B m )
A T C R B S
A - C D I F F
A L L C A L L
M O D E S
E R P ( d B m )
R U N
T E S T
6 0 9 6 R E V 0 0 3
B A T 2 . 5 H r
P AS S
A = P A S S C = P A S S
A = P A S S C = P A S S
A = P A S S C = P A S S
A = P A S S C = P A S S
A = P A S S C = P A S S
A = P A S S C = P A S S
B 1 C 4 C 2 C 1 D 4 D 2
B 1 C 4 C 2 C 1 D 4 D 2
P R E V N E X T
T E S T T E S T
R E T U R N
B A T 2 . 5 H r
F AI L
0 . 3 0 0 u s C = 0 . 4 5 0 u s
 C =
0 . 4 0 0 u s 0 . 6 0 0 u s
C = 2 0 . 3 0 0 u s
 C = 3 . 5 5 u s
A = 3 . 0 5 u s
A = 0 . 2 5 0 u s C = 0 . 0 0 0 u s
A = 1 0 0 % C = 1 0 0 %
A = 0 % C = 0 %
A = P A S S C = P A S S
N E X T
P R E V
T E S T
T E S T R E T U R N
B A T 2 . 5 H r
P AS S
M H z A N T E N N A : T O P
T O P B O T T O M I N S T A N T
D I R E C T A N T E N N A D I R E C T
- 7 3 . 2 - 7 3 . 1 - 7 3 . 2
0 . 2 - 0 . 1 0 . 0
- 7 3 . 0 - 7 3 . 2 - 7 3 . 2
- 7 3 . 2 - 7 2 . 9 - 7 3 . 2
5 7 . 1 5 7 . 0 5 7 . 0
P R E V N E X T
T E S T T E S T
R E T U R N
G E T T I N G S T A R T E D G U I D E - T E S T S E T I F R 6 0 0 0
S A l l C a l l T e s t S c r e e n
X P D R – S A L L - C A L L
P A S S
I T M R E P L Y
D E L A Y A = 1 2 8 . 0 8 u s
J I T T E R A = 0 . 5 1 0 u s
A D D R E S S A = 2 A C 4 2 1
R A T I O A = 1 0 0 %
- 8 1 d B m A = 0 %
M O D E S A L L - C A L L = P A S S
A D D R E S S = 2 A C 4 2 1
T A I L = N 1 2 3 4 5
C O U N T R Y = U n i t e d S t a t e s
R U N P R E V
T E S T T E S T
S R e p l y T i m i n g T e s t S c r e e n
X P D R – S R P L Y T I M I N G
 R E P L Y
D E L A Y = 1 4 8 . 0 5 u s
 R E P L Y J I T T E R = 0 . 9 5 0 u s
P U L S E W I D T H = P A S S
 P U L S E
S P A C I N G = F A I L
R U N P R E V
T E S T
T E S T
S R e p l y T e s t S c r e e n
X P D R – S R E P L Y
P U L S E A M P V A R S H R T = 0 . 1 d B
S L S O N = N O R E P L Y
S Q T R D F 1 1 P E R I O D = 1 . 0 0 s
D F 1 7 D E T E C T E D = Y E S
R E P L Y R A T I O = 1 0 0 %
R E P L Y R A T I O 8 1 d B m = 0 %
I N V A L I D A A = P A S S
D I V E R S I T Y I S O L A T I O N = G R E A T E R T H A N 2 5 d B
R U N P R E V
T E S T T E S T
B A T 2 . 5 H r
C = 1 2 8 . 0 7 u s
C = 0 . 5 1 0 u s
C = 2 A C 4 2 1
C = 1 0 0 %
C = 0 %
N E X T
T E S T
R E T U R N
B A T 2 . 5 H r
F A I L
N E X T
T E S T
R E T U R N
B A T 2 . 5 H r
P A S S
L N G = 0 . 1 d B
O F F = R E P L Y
N E X T
T E S T
R E T U R N
P a g e 1 8