參數(shù)資料
型號(hào): AM28F010A-150FIB
廠商: Advanced Micro Devices, Inc.
英文描述: 1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms
中文描述: 1兆位(128畝× 8位)的CMOS 12.0伏,整體擦除閃存的嵌入式記憶算法
文件頁(yè)數(shù): 28/35頁(yè)
文件大小: 464K
代理商: AM28F010A-150FIB
28
Am28F010A
SWITCHING WAVEFORMS
t
WC
t
DS
DQ7#
D
IN
t
AS
t
AH
t
RC
Data
#
Polling
Read
t
DF
t
OH
t
CE
t
OE
t
WPH
t
DH
t
WP
t
GHWL
Embedded
Program Setup
Embedded
Program
t
CSE
t
WHWH3 OR 4
50h
PA
t
VCS
t
VPEL
PA
DQ7
#
D
OUT
16778D-20
Notes:
D
IN
is data input to the device.
DQ7
#
is the complement of the data written to the device.
D
OUT
is the data written to the device.
Figure 11.
AC Waveforms for Embedded Programming Operation
Addresses
CE
#
OE
#
WE
#
Data
V
CC
V
PP
相關(guān)PDF資料
PDF描述
AM28F010A-200FIB 1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms
AM28F010A-70FCB 1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms
AM28F010A-90FCB 0.5MM, ZIF, SMT, 42 POSITION, EMBOSS TAPE T&R RoHS Compliant: Yes
AM28F010A-120FCB 1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms
AM28F010A-150FCB 1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms
相關(guān)代理商/技術(shù)參數(shù)
參數(shù)描述
AM28F010A-150JC 制造商:AMD 制造商全稱:Advanced Micro Devices 功能描述:1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms
AM28F010A-150JCB 制造商:AMD 制造商全稱:Advanced Micro Devices 功能描述:1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms
AM28F010A-150JE 制造商:AMD 制造商全稱:Advanced Micro Devices 功能描述:1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms
AM28F010A-150JEB 制造商:AMD 制造商全稱:Advanced Micro Devices 功能描述:1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms
AM28F010A-150JI 制造商:AMD 制造商全稱:Advanced Micro Devices 功能描述:1 Megabit (128 K x 8-Bit) CMOS 12.0 Volt, Bulk Erase Flash Memory with Embedded Algorithms