參數(shù)資料
型號: M12L2561616A-6BG
廠商: ELITE SEMICONDUCTOR MEMORY TECHNOLOGY INC
元件分類: DRAM
英文描述: 4M x 16 Bit x 4 Banks Synchronous DRAM
中文描述: 16M X 16 SYNCHRONOUS DRAM, 5.4 ns, PBGA54
封裝: 8 X 13 MM, LEAD FREE, BGA-54
文件頁數(shù): 6/44頁
文件大小: 908K
代理商: M12L2561616A-6BG
ES MT
M12L2561616A
Elite Semiconductor Memory Technology Inc.
Revision
:
1.2
Publication Date
:
Aug. 2007
6/44
Version
Parameter
Symbol
-6
-7
Unit
Note
Col. address to col. address delay
t
CCD(min)
1
t
CK
3
CAS latency = 3
2
Number of valid
Output data
CAS latency = 2
1
ea
4
Note : 1. The minimum number of clock cycles is determined by dividing the minimum time required with clock cycle time and then
rounding off to the next higher integer.
2. Minimum delay is required to complete write.
3. All parts allow every cycle column address change.
4. In case of row precharge interrupt, auto precharge and read burst stop.
5. A new command may be given t
RFC
after self refresh exit.
6. A maximum of eight consecutive AUTO REFRESH commands (with t
RFCmin
) can be posted to any given SDRAM, and the
maximum absolute interval between any AUTO REFRESH command and the next AUTO REFRESH command is
8x7.8
μ
s.)
AC CHARACTERISTICS
(AC operating condition unless otherwise noted)
-6
-7
Parameter
Symbol
MIN
MAX
MIN
MAX
Unit
Note
CAS latency = 3
6
7
CLK cycle time
CAS latency = 2
t
CC
10
1000
10
1000
ns
1
CAS latency = 3
-
5.4
-
5.4
CLK to valid
output delay
CAS latency = 2
t
SAC
-
5.4
-
5.4
ns
1,2
CAS latency = 3
2.5
-
3
-
Output data
hold time
CAS latency = 2
t
OH
-
-
3
-
ns
2
CLK high pulsh width
t
CH
2.5
-
2.5
-
ns
3
CLK low pulsh width
t
CL
2.5
-
2.5
-
ns
3
Input setup time
t
SS
1.5
-
1.5
-
ns
3
Input hold time
t
SH
1
-
1
-
ns
3
CLK to output in Low-Z
t
SLZ
1
-
1
-
ns
2
CAS latency = 3
-
5.4
-
5.4
CLK to output
in Hi-Z
CAS latency = 2
t
SHZ
-
6
-
6
ns
-
Note : 1. Parameters depend on programmed CAS latency.
2. If clock rising time is longer than 1ns. (tr/2 - 0.5) ns should be considered.
3. Assumed input rise and fall time (tr & tf) =1ns.
If tr & tf is longer than 1ns. transient time compensation should be considered.
i.e., [(tr + tf)/2 – 1] ns should be added to the parameter.
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