M
E M O R Y M O D U L E
D D R 2 S D R a m 1 2 8 M x 6 4 -B G A
D D R 2 S y n c h r o n o u s D y n a m ic R a m
8 G b it D D R 2 S
M O D U L E
3 D 2 D 8 G 6 4 U B 2 3 9 5
D R a m
o r g a n iz e d a s 1 2 8 M x 6 4 , b a s e d o n 1 2 8 M x 1 6
P in A s s ig n m e n t (T o p V ie w )
B G A 2 0 8 - ( 1 1 x 1 9 - P itc h 1 .0 0 m m )
(T O P V IE W
- V IE W E D B Y T R A N S P A R E N C Y )
1 1
1 0
9
8
7
6
5
4
3
2
1
A
1
2
V C C
-
B
C
D
E
F
G
V C C
V S S
D Q 3 5
D Q 5 2
L D M 3
D Q 3 8
H
J
K
U D M 3
V C C
V S S
L
M
N
P
R
T
U
V C C
# U D Q S 1
F e a tu re s
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
O r g a n iz e d a s 1 2 8 M x 6 4
C o r e s u p p ly v o lt a g e 1 .8 V + / - 0 .1 V
I/O
s u p p ly v o lta g e 1 .8 V + /- 0 .1 V
A
B
C
D
3
V S S
N C
N C
N C
E
F
4
G
V C C
N C
N C
N C
N C
D Q 4 3
D Q 5 7
D Q 4 6
A 9
V C C
A 8
D Q 1 5
D Q 2 4
D Q 2 6
L D Q S 0
D Q 2 1
D Q 2
N C
V C C
H
J
5
V C C
N C
N C
N C
B A 2
D Q 5 9
U D M 2
D Q 6 2
V C C
V S S
V C C
K
L
6
M
V S S
N C
N C
N C
D N U
D N U
V S S
V C C
V S S
V R E F
V S S
V C C
V S S
O D T
N C
N C
# C A S
N C
V S S
N
P
7
V C C
N C
N C
D Q 5 0
D Q 3 9
D Q 5 5
D Q 6 3
R
T
U
8
V
9
W
1 0
V C C
V S S
# C K 3
# C K 2
D Q 4 8
1 1
V S S
V C C
V S S
C K 2
D Q 3 2
V S S
N C
C K 3
D Q 3 7
V C C
N C
D Q 3 4
D Q 5 3
L D Q S 2
D Q 5 8
D Q 5 6
D Q 4 7
A 3
V C C
B A 0
D Q 1 4
D Q 2 5
D Q 1 1
N C
C K E
N C
N C
V C C
J e d e c s ta n d a r d 1 .8 V I/0 ( S S T L _ 1 8 c o m p a tib le )
D a ta ra te = 4 0 0 , 5 3 3 , 6 6 7 , 8 0 0 M b p s
D iffe r e n tia l d a ta s tr o b e p e r b y te
4 n - b it p r e fe tc h a r c h ite c tu r e
D L L to a lig n D Q
a n d D Q S tr a n s itio n s w ith C K
V S S
N C
D Q 5 1
D Q 3 6
L D M 2
D Q 5 4
D Q 4 4
A 6
A 0
A 2
U D Q S 1
D Q 2 9
# L D Q S 0
D Q 3 3
D Q 4 9
D Q 6 0
D Q 4 1
A 1 0
A 1 1
A 4
U D Q S 0
D Q 8
D Q 1 0
L D Q S 1
D Q 5
C K 1
N C
V S S
L D Q S 3
D Q 4 2
D Q 4 0
U D Q S 2
A 1 2
A 1
A 5
D Q 9
D Q 2 8
D Q 1 7
D Q 1
# W E
N C
N C
V S S
# L D Q S 2 # L D Q S 3
D Q 6 1
U D Q S 3
A 1 3
B A 1
A 7
D Q 1 2
D Q 2 2
L D M 0
D Q 4
D Q 1 9
N C
V S S
V C C
D Q 4 5
#
U D Q S 3
V C C
V S S
V C C
U D M 1
D Q 6
L D M 1
D Q 2 0
D Q 3
V S S
V C C
V S S
# U D Q S 2
V C C
V S S
V C C
D Q 3 0
U D M 0
D Q 2 7
N C
N C
N C
N C
V C C
8 in te r n a l b a n k s p e r d ie fo r c o n c u r r e n t o p e r a tio n
P r o g r a m m a b le C A S L a te n c y
P o s te d C A S A d d it iv e L a te n c y
W r i t e L a t e n c y = R e a d L a t e n c y - 1
t
C K
P r o g r a m m a b le B u r s t L e n g th s : 4 o r 8
O n e D ie T e r m in a tio n
2 0 8 le a d e d o r le a d - fr e e b a lls - p itc h 1 .0 m m
V
W
# U D Q S 0
D Q 1 3
# L D Q S 1
D Q 3 1
D Q 2 3
D Q 7
D Q 1 8
# R A S
# C S
V C C
D Q 0
C K 0
V S S
V C C
V S S
D Q 1 6
# C K 0
# C K 1
V S S
V C C
A v a ila b le T e m p e r a tu r e R a n g e :
0 ° C
-4 0 ° C
to + 7 0 ° C
to + 9 5 ° C
F U N C T IO N A L B L O C K
D IA G R A M
-5 5 ° C to + 1 2 5 ° C
-
S u it a b le f o r h ig h r e lia b ility a p p lic a t io n s
L D Q S 0 /# L D Q S 0 - U D Q S 0 /# U D Q S 0
L D M 0 /U D M 0
L D Q S 1 /# L D Q S 1 - U D Q S 1 /# U D Q S 1
L D M 1 /U D M 1
L D Q S 2 /# L D Q S 2 - U D Q S 2 /# U D Q S 2
L D M 2 /U D M 2
G e n e r a l d e s c r ip tio n
T h e
3 D 2 D 8 G 6 4 U B 2 3 9 5
is
a
h ig h - s p e e d
M e m o ry .
# C S # W E
# R A S # C A S C K E
L D Q S 3 /# L D Q S 3 - U D Q S 3 /# U D Q S 3
L D M 3 /U D M 3
h ig h ly
in t e g r a te d
C K 0 /# C K 0
C K 1 /# C K 1
C K 2 /# C K 2
C K 3 /# C K 3
D D R 2 S y n c h r o n o u s D y n a m ic R a m
It is
It is
o r g a n iz e d
p a r tic u la r ly
a n d
w it h
4 c h ip s
o f 2 G b it e a c h .
fo r u s e
s y s te m
in
h ig h
r e lia b ility , h ig h
w e ll s u ite d
h ig h d e n s ity
p e rfo rm a n c e
a p p lic a t io n s , s u c h a s
D Q 0 0 -1 5
D Q 1 6 -3 1
D Q 3 2 -4 7
s e r v e r s o r w o r k s ta t io n s .
T h e
3 D 2 D 8 G 6 4 U B 2 3 9 5
is
p a c k a g e d
in
a
2 0 8
b a lls B G A
D Q 4 8 -6 3
a v a ila b le w ith le a d - fr e e o r le a d e d b a lls .
( A ll o th e r s ig n a ls a r e c o m m o n to th e fiv e m e m o r ie s )
D D R
M e m o r y M o d u le
B E T E L G E U S E
!
D P L U S S .A . r e s e r v e s th e r ig h t to c h a n g e o r c a n c e l p r o d u c ts o r s p e c ific a tio n s w ith o u t n o tic e
!
D F P -0 3 9 5 -R E V : 2 - J U N E 2 0 1 2
1
M E M O R Y M O D U L E
D D R 2 S D R a m 1 2 8 M x 6 4 -B G A
D D R 2 S y n c h r o n o u s D y n a m ic R a m
8 G b it D D R 2 S
M O D U L E
M e c h a n ic a l D r a w in g
3 D 2 D 8 G 6 4 U B 2 3 9 5
D R a m
o r g a n iz e d a s 1 2 8 M x 6 4 , b a s e d o n 1 2 8 M x 1 6
Mi
n
A
D
A 2
M ax
A
b
3 .8 5
3 .3 5
2 1 .8 0
1 5 .8 0
4 .2 5
3 .7 5
2 2 .2 0
1 6 .2 0
A 2
D
E 1
e
E 1
b
e
0 .6 0
1 .0 0
D im e n s io n s ( m m )
M a x . w e ig h t : 3 g r .
T e s t T o o ls
-
-
M o d ifie d b y 3 D
P L U S
D C
O p e r a tin g c o n d itio n s a n d c h a r a c te r is tic s
e
lta g
V o
n V
g ic
e
lt a g e
o lta g e ( s y s t.)
1 ) V o lt a g e
S y m b o l
M in
M
V
D D
1 .7
1
1 .7
1
V
D D Q
V
R E F
0 .4 9 x V
D D Q
0 .5 1
V
T T
V
R E F
-0 .0 4 V
R E F
V
IH
( D C ) V
R E F
+
0 .1 2 5
V
D D
V
R E F
-0 .3
V
IL
( D C )
a x
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x V
D D Q
+ 0 .0 4
Q
+ 0 .3
-
0 .1 2 5
U n it
V
V
V
V
V
V
A b s o lu te m a x im u m
r a tin g s
S y m b o l
V
IN
, V
O U T
T
P
D
S T G
P a ra m e te r
S u p p ly V o lta g
I/O S u p p ly V o
I/O R e fe re n c e
I/O T e r m in a tio
In p u t H ig h ( L o
In p u t L o w
P a ra m e te r
V o lta g e o n a n y p in r e la tiv e to V S S
S to ra g e te m p e ra tu re
P o w e r d is s ip a tio n
V a
-1 .0
-5 5 ~
T
lu e
~ 2 .3
+ 1 5 0
B D
U n it
V
° C
W
( L o g ic 0 ) V o lta g e
D C C h a r a c te r is tic s
P a ra m e te r fo r D D R 2 -8 0 0
O p e r a tin g r e a d - p r e c h a r g e c u r r e n t
P re c h a rg e p o w e r d o w n c u rre n t
S e lf r e fr e s h c u r r e n t
S y m b o l
I
D D 1
I
D
I
D
D 2
D 6
V a lu e
5 0 0
4 8
4 8
U n it
m A
m A
m A
P
3 D 2 D 8 G 6 4 U B 2 3 9 5
-
g e
C )
C )
C )
T e m p e ra tu r
C =
(0 ° C to
I =
(-4 0 ° C to
M =
(-5 5 ° C to
e R
+
+
+ 1
a n
7 0 °
8 5 °
2 5 °
X
P a r t N u m b e r M a r k in g
P a r t O p t io n M a r k in g
M O D U L E M A R K IN G
3 D
P lu s L O G O
D a te C o d e (W W Y Y )
S e r ia l N u m b e r O p tio n a l
P in 1 I n d ic a t o r
M M X X 0 0 0 0 0 0 0 0 X X X
-X
0 0 0 0
0 0 0 0
M A IN S A L E S O F F IC E
3 D P L U S
4 0 8 , r u e H é lè n e B o u c h e r Z .I.
7 8 5 3 2 B U C C e d e x
3 D P L
6 6 3 3 E ld
S
M c k in n
U S
o ra
u ite
e y ,
U S
d o
4 2
T X
A , In c
P a rk w a y
0
7 5 0 7 0
W e b : w w w .3 d - p lu s .c o m
e - m a il : s a le s @ 3 d - p lu s .c o m
D IS T R IB U T O R
F R A N C E
T é l : 3 3 (0 )1 3 0 8 3 2 6 5 0
F a x : 3 3 (0 )1 3 9 5 6 2 5 8 9
U S A
T é l : (2 1 4 ) 7 3 3 -8 5 0 5
F a x : (2 1 4 ) 7 3 3 -8 5 0 6
e - m a il : s a le s @ 3 d - p lu s .c o m
B E T E L G E U S E
3 D P L U S S .A . r e s e r v e s th e r ig h t to c h a n g e o r c a n c e l p r o d u c ts o r s p e c ific a tio n s w ith o u t n o tic e
3 D F P -0 3 9 5 -R E V : 2 - J U N E 2 0 1 2
2
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