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CD74AC02 Series

4-ch, 2-input, 1.5-V to 5.5-V NOR gates

Manufacturer: Texas Instruments
Link to Manufacturer Page: https://www.ti.com/

Catalog

4-ch, 2-input, 1.5-V to 5.5-V NOR gates

PartCurrent - Output High, Low [custom]Current - Output High, Low [custom]Input Logic Level - Low [Max]Input Logic Level - Low [Min]Operating Temperature [Min]Operating Temperature [Max]Number of InputsLogic TypeMax Propagation Delay @ V, Max CLVoltage - Supply [Min]Voltage - Supply [Max]Mounting TypeCurrent - Quiescent (Max) [Max]Input Logic Level - High [Max]Input Logic Level - High [Min]Number of CircuitsPackage / CasePackage / CasePackage / Case
Texas Instruments
CD74AC02M96
24 mA
24 mA
1.65 V
0.3 V
-55 °C
125 °C
2
NOR Gate
11.5 ns
1.5 V
5.5 V
Surface Mount
4 µA
3.85 V
1.2 V
4
3.9 mm
0.154 in
14-SOIC
Texas Instruments
CD74AC02E
24 mA
24 mA
1.65 V
0.3 V
-55 °C
125 °C
2
NOR Gate
11.5 ns
1.5 V
5.5 V
Through Hole
4 µA
3.85 V
1.2 V
4
7.62 mm
0.3 in
14-DIP
Texas Instruments
CD74AC02M
24 mA
24 mA
1.65 V
0.3 V
-55 °C
125 °C
2
NOR Gate
11.5 ns
1.5 V
5.5 V
Surface Mount
4 µA
3.85 V
1.2 V
4
3.9 mm
0.154 in
14-SOIC

Key Features

AC types feature 1.5V to 5.5V operation and balanced noise immunity at 30% of the supply voltageSpeed of bipolar F, AS, and S, with significantly reduced power consumptionBalanced propagation delays±24mA output drive currentFanout to 15 F devicesSCR-latchup-resistant CMOS process and circuit designExceeds 2kV ESD protection per MIL-STD-883, method 3015AC types feature 1.5V to 5.5V operation and balanced noise immunity at 30% of the supply voltageSpeed of bipolar F, AS, and S, with significantly reduced power consumptionBalanced propagation delays±24mA output drive currentFanout to 15 F devicesSCR-latchup-resistant CMOS process and circuit designExceeds 2kV ESD protection per MIL-STD-883, method 3015

Description

AI
The ’AC02 devices contain four independent 2-input NOR gates that perform the Boolean function Y = A•B or Y = A + B in positive logic. The ’AC02 devices contain four independent 2-input NOR gates that perform the Boolean function Y = A•B or Y = A + B in positive logic.