Datasheet Texas Instruments SN74AS280N3 — 数据表

制造商Texas Instruments
系列SN74AS280
零件号SN74AS280N3
Datasheet Texas Instruments SN74AS280N3

9位奇偶校验发生器/检查器14-PDIP 0至70

数据表

9-Bit Parity Generators/Checkers datasheet
PDF, 807 Kb, 修订版: C, 档案已发布: Dec 1, 1994
从文件中提取

价格

状态

Lifecycle StatusObsolete (Manufacturer has discontinued the production of the device)
Manufacture's Sample AvailabilityNo

打包

Pin14
Package TypeN
Industry STD TermPDIP
JEDEC CodeR-PDIP-T
Width (mm)6.35
Length (mm)19.3
Thickness (mm)3.9
Pitch (mm)2.54
Max Height (mm)5.08
Mechanical Data下载

参数化

Approx. Price (US$)1.47 | 1ku
Bits(#)2
F @ Nom Voltage(Max)(Mhz)125
FunctionParity
ICC @ Nom Voltage(Max)(mA)35
Input TypeTTL
Operating Temperature Range(C)0 to 70
Output Drive (IOL/IOH)(Max)(mA)20/-2
Output TypeCMOS
Package GroupPDIP
Package Size: mm2:W x L (PKG)See datasheet (PDIP)
RatingCatalog
Schmitt TriggerNo
Technology FamilyAS
TypeOther
VCC(Max)(V)5.5
VCC(Min)(V)4.5
Voltage(Nom)(V)5
tpd @ Nom Voltage(Max)(ns)12

生态计划

RoHSNot Compliant
Pb FreeNo

应用须知

  • Advanced Schottky Load Management
    PDF, 277 Kb, 档案已发布: Feb 1, 1997
    Designers of high-speed systems that include advanced Schottky (AS) devices must consider the operating environment in their work. They must be aware of the individual device characteristics and their interaction with other devices. This document provides a detailed discussion of the waveform characteristics equivalent circuit models transmission line fanout and termination for AS load manageme
  • Advanced Schottky (ALS and AS) Logic Families
    PDF, 1.9 Mb, 档案已发布: Aug 1, 1995
    This document introduces the advanced Schottky family of clamped TTL integrated circuits (ICs). Detailed electrical characteristics of the 'AS and 'ALS devices with table formats are provided. Guidelines for designing high-performance digital systems using the Advanced Schottky family are given along with a brief summary of the solutions to most design decisions needed to implement systems using t

模型线

制造商分类

  • Semiconductors > Logic > Specialty Logic > Counter/Arithmetic/Parity Function