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Revision 2.4
April 2002
1
Ultra Low Power/Voltage CMOS SRAM
256K x 16 or 512K x 8 bit switchable
The BS616UV4020 is a high performance, ultra low power CMOS Static
Random Access Memory organized as 262,144 words by 16 bits or
524,288 bytes by 8 bits selectable by CIO pin and operates from a
wide range of 1.8V to 3.6V supply voltage.
Advanced CMOS technology and circuit techniques provide both high
speed and low power features with a typical CMOS standby current
of 0.2uA and maximum access time of 70/100ns in 2V operation.
Easy memory expansion is provided by active HIGH chip
enable2(CE2), active LOW chip enable1(CE1), active LOW
output enable(OE) and three-state output drivers.
The BS616UV4020 has an automatic power down feature, reducing the
power consumption significantly when chip is deselected.
The BS616UV4020 is available in DICE form and 48-pin BGA type.
• Ultra low operation voltage : 1.8 ~ 3.6V
• Ultra low power consumption :
Vcc = 2.0V C-grade: 15mA (Max.) operating current
I-grade : 20mA (Max.) operating current
0.2uA (Typ.) CMOS standby current
Vcc = 3.0V C-grade: 20mA (Max.) operating current
I-grade : 25mA (Max.) operating current
0.25uA (Typ.) CMOS standby current
• High speed access time :
-70 70ns (Max.) at Vcc=2.0V
-10 100ns (Max.) at Vcc=2.0V
•Automatic power down when chip is deselected
• Three state outputs and TTL compatible
• Fully static operation
• Data retention supply voltage as low as 1.5V
• Easy expansion with CE1, CE2 and OE options
• I/O Configuration x8/x16 selectable by CIO, LB and UB pin
DESCRIPTION
FEATURES
BLOCK DIAGRAM
PRODUCT FAMILY
Brilliance Semiconductor Inc. reserves the right to modify document contents without notice.
BS616UV4020
Row
Decoder
Memory Array
2048 x 2048
Column I/O
Write Driver
Sense Amp
Column Decoder
Data
Buffer
Output
A1 A2 A3
Data
Input
Buffer
Control
Vss
Vdd
OE
WE
D0
A8
A12
16(8)
16(8)
16(8)
16(8)
CE1
D15
A11
A7
A17
A13
14(16)
128(256)
2048
2048
22
A10
A9
A0
A6
A4
A16
A14
Address
Input
Buffer
A5
Address Input Buffer
.
.
.
.
UB
.
.
.
.
LB
A15
CIO
CE2
(SAE)
PIN CONFIGURATION
R0201-BS616UV4020
POWER DISSIPATION
SPEED
(ns) STANDBY
(ICCSB1, Max)
Operating
(ICC, Max)
PRODUCT FAMILY OPERATING
TEMPERATURE Vcc RANGE
Vcc=2V Vcc=3V Vcc=2V Vcc=3V
PKG TYPE
BS616UV4020DC DICE
BS616UV4020BC +0 OC to +70OC 1.8V ~ 3.6V 70 / 100 1uA 1.5uA 15mA 20mA
DICE
BGA-48-0810
BS616UV4020DI
BS616UV4020BI -40 OC to +85OC 1.8V ~ 3.6V 70 / 100 2uA 3uA 20mA 25mA BGA-48-0810
BSI
Vcc=2V Vcc=3V