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Description
The Dataram DTM60107 Assembly is a 8M bit x 64 Syn-
chronous Dynamic RAM high density memory module.
The DTM60107 consists of eight CMOS Monolithic 8M x 8
bit Synchronous DRAMs in a TSOP-II 400MiI package,
and one 2K EEPROM in 8 pin TSSOP package for Serial
Presence Detect on a 168-pin glass-epoxy substrate. Syn-
chronous design allows precise cycle control with the
use of system clock. The DTM60107 is a Dual in-line
Memory Module and is intented for mounting into 168-pin
edge connector sockets.
Part Number:DTM60107
Features
Burst mode operation
Auto & self refresh capability (4096 Cycles/64ms)
L VTTL compatible inputs and outputs
Single 3.3V±0.3V power supply
MRS cycle with address key programs Latency
(Access from column add ress) Burst length (1, 2, 4
& 8 page) Data scramble (Sequential & Interleave)
Serial presence detect with EEPROM
168-pin PC100 DIMM double-sided assembly
5.250” wide by 1.3 7 5” high
Page 1
DTM60107
64MB-8M x 64, 168-Pin Unbuffered PC100 SDRAM DIMM
DATARAM Corporation
P.O. Box 7528, Princeton, NJ 08543-7528; Voice: 609-799-0071, Fax: 609-799-6734, www.dataram.com
Document 06022, Revision A, 9/30/99, Dataram Corporation © 1999
Performance range
100MHz (10ns@ CL=2)
Identification