參數(shù)資料
型號(hào): UPD488448FB-C80-45-DQ1
廠商: NEC Corp.
英文描述: 128 M-bit Direct Rambus⑩ DRAM
中文描述: 128 M位DRAM的直接Rambus的⑩
文件頁數(shù): 31/80頁
文件大?。?/td> 1902K
代理商: UPD488448FB-C80-45-DQ1
Data Sheet M14837EJ3V0DS00
31
μ
PD488448 for Rev. P
17. Interleaved Read - Example
Figure 17-1 shows an example of interleaved read transactions. Transactions similar to the one presented in Figure
13-1 are directed to non-adjacent banks of a single RDRAM. The address sequence is identical to the one used in
the previous write example. The DQ data pins efficiency is also 100%. The only difference with the write example
(aside from the use of the RD command rather than the WR command) is the use of the PREX command in a COLX
packet to precharge the banks rather than the RDA command. This is done because the PREX is available for a
readtransaction but is not available for a masked write transaction.
Figure 17-1 Interleaved Read Transaction with Two Dualoct Data Length
CTM/CFM
DQA7..0
DQB7..0
COL4
..COL0
ROW2
..ROW0
T
0
T
4
T
8
T
12
T
1
T
5
T
9
T
13
T
2
T
6
T
10
T
14
T
3
T
7
T
11
T
15
T
16
T
20
T
24
T
28
T
17
T
21
T
25
T
29
T
18
T
22
T
26
T
30
T
19
T
23
T
27
T
31
T
32
T
36
T
40
T
44
T
33
T
37
T
41
T
45
T
34
T
38
T
42
T
46
T
35
T
39
T
43
T
47
ACT a0
PREX b3
RD c2
RD c1
RD b1
RD b2
PREX a3
ACT b0
ACT c0
ACT d0
ACT e0
RD a1
RD a2
PREX z3
RD d1
RDd2
PREX c3
RD e1
RD e2
PREX d3
RD z1
RD z2
PREX y3
Q (b2)
Q (b1)
Q (a2)
Q (a1)
Q (c1)
Q (c2)
Q (d1)
Q (z2)
Q (z1)
Q (x2)
Q (y1)
Q (y2)
t
RCD
t
CAC
Transaction e can use the
same bank as transaction a
ACT f0
t
RC
t
RR
f3 = {Da,Ba+2}
Transaction f: RD
f0 = {Da,Ba+2,Rf}
f1 = {Da,Ba+2,Cf1}
f2= {Da,Ba+2,Cf2}
e3 = {Da,Ba}
Transaction e: RD
e0 = {Da,Ba,Re}
e1 = {Da,Ba,Ce1}
e2= {Da,Ba,Ce2}
d3 = {Da,Ba+6}
Transaction d: RD
d0 = {Da,Ba+6,Rd}
d1 = {Da,Ba+6,Cd1}
d2= {Da,Ba+6,Cd2}
c3 = {Da,Ba+4}
Transaction c: RD
c0 = {Da,Ba+4,Rc}
c1 = {Da,Ba+4,Cc1}
c2= {Da,Ba+4,Cc2}
b3 = {Da,Ba+2}
Transaction b: RD
b0 = {Da,Ba+2,Rb}
b1 = {Da,Ba+2,Cb1}
b2= {Da,Ba+2,Cb2}
a3 = {Da,Ba}
Transaction a: RD
a0 = {Da,Ba,Ra}
a1 = {Da,Ba,Ca1}
a2= {Da,Ba,Ca2}
z3 = {Da,Ba+6}
Transaction z: RD
z0 = {Da,Ba+6,Rz}
z1 = {Da,Ba+6,Cz1}
z2= {Da,Ba+6,Cz2}
y3 = {Da,Ba+4}
Transaction y: RD
y0 = {Da,Ba+4,Ry}
y1 = {Da,Ba+4,Cy1}
y2= {Da,Ba+4,Cy2}
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