3 . T e r m i n a l B l o c k U n i t ( F o r M o d e 1 2 0 0 0 , 3 0 0 0 )
U D B U 1 U n i t C o n n e c t o r ( C N 1
,
C N 2 ) S i g n a l T a b l e
C N 1
P I / O m o d u l e
S D I 0 1
S D 0 0 1
C N 2
P I / O m o d u l e
S D I 0 1
S D 0 0 1
1 D I 0 1
D 0 0 1
1 D I 1 7
D 0 1 7
2 D I 0 2
D 0 0 2
2 D I 1 8
D 0 1 8
3 D I 0 3
D 0 0 3
3 D I 1 9
D 0 1 9
4 D I 0 4
D 0 0 4
4 D I 2 0
D 0 2 0
5 D I 0 5
D 0 0 5
5 D I 2 1
D 0 2 1
6 D I 0 6
D 0 0 6
6 D I 2 2
D 0 2 2
7 D I 0 7
D 0 0 7
7 D I 2 3
D 0 2 3
8 D I 0 8
D 0 0 8
8 D I 2 4
D 0 2 4
9 E X T N 2 4 E X T N 2 4
9 E X T N 2 4 E X T N 2 4
1 0
E X T P 2 4 E X T P 2 4
1 0
E X T P 2 4 E X T P 2 4
1 1
D I 0 9
D 0 0 9
1 1
D I 2 5
D 0 2 5
1 2 D I 1 0
D 0 1 0
1 2 D I 2 6
D 0 2 6
1 3 D I 1 1
D 0 1 1
1 3 D I 2 7
D 0 2 7
1 4 D I 1 2
D 0 1 2
1 4 D I 2 8
D 0 2 8
1 5
D I 1 3
D 0 1 3
1 5 D I 2 9
D 0 2 9
1 6 D I 1 4
D 0 1 4
1 6 D I 3 0
D 0 3 0
1 7 D I 1 5
D 0 1 5
1 7 D I 3 1
D 0 3 1
1 8 D I 1 6
D 0 1 6
1 8 D I 3 2
D 0 3 2
1 9 E X T N 2 4 E X T N 2 4
1 9 E X T N 2 4 E X T N 2 4
2 0 E X T P 2 4 E X T P 2 4
2 0 E X T P 2 4 E X T P 2 4
2 1
2 1
2 2
2 2
2 3
2 3
2 4
2 4
6 9