SN74FOODBR

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Texas Instruments

IC GATE NAND QUAD 2-INP

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Integrated Circuits (ICs)

SN74FOODBR

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Texas Instruments

IC GATE NAND QUAD 2-INP

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Technical Specifications

Parameters and characteristics for this part

Specification	SN74FOODBR

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SN74F00 Series

4-ch, 2-input, 4.5-V to 5.5-V bipolar NAND gates

Part	Package / Case [x]	Package / Case [y]	Package / Case	Operating Temperature [Max]	Operating Temperature [Min]	Current - Output High, Low [custom]	Current - Output High, Low [custom]	Number of Circuits	Voltage - Supply [Min]	Voltage - Supply [Max]	Mounting Type	Logic Type	Number of Inputs	Max Propagation Delay @ V, Max CL	Input Logic Level - Low
Texas Instruments SN74F00D	0.154 in	3.9 mm	14-SOIC	70 °C	0 °C	1 mA	20 mA	4	4.5 V	5.5 V	Surface Mount	NAND Gate	2	5 ns	0.8 V
Texas Instruments SN74F00DRE4	0.154 in	3.9 mm	14-SOIC	70 °C	0 °C	1 mA	20 mA	4	4.5 V	5.5 V	Surface Mount	NAND Gate	2	5 ns	0.8 V
Texas Instruments SN74F00NG4	0.3 "	7.62 mm	14-DIP	70 °C	0 °C	1 mA	20 mA	4	4.5 V	5.5 V	Through Hole	NAND Gate	2	5 ns	0.8 V
Texas Instruments SN74FOODBR
Texas Instruments SN74F00DRG4	0.154 in	3.9 mm	14-SOIC	70 °C	0 °C	1 mA	20 mA	4	4.5 V	5.5 V	Surface Mount	NAND Gate	2	5 ns	0.8 V
Texas Instruments SN74F00N	0.3 "	7.62 mm	14-DIP	70 °C	0 °C	1 mA	20 mA	4	4.5 V	5.5 V	Through Hole	NAND Gate	2	5 ns	0.8 V
Texas Instruments SN74F00DR	0.154 in	3.9 mm	14-SOIC	70 °C	0 °C	1 mA	20 mA	4	4.5 V	5.5 V	Surface Mount	NAND Gate	2	5 ns	0.8 V

Pricing

Prices provided here are for design reference only. For realtime values and availability, please visit the distributors directly

Distributor	Package	Quantity	$

Digikey	Bulk	2959	$ 0.10

Description

General part information

SN74F00 Series

These devices contain four independent 2-input NAND gates. They perform the Boolean functionsor Y = A\ + B\ in positive logic.

The SN54F00 is characterized for operation over the full military temperature range of -55°C to 125°C. The SN74F00 is characterized for operation from 0°C to 70°C.

These devices contain four independent 2-input NAND gates. They perform the Boolean functionsor Y = A\ + B\ in positive logic.

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