BINARY Datasheet(PDF) - HEF4040B - NXP Semiconductors

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Searched Keyword : 'Binary' - Total: 796 (7/40) Pages

Manufacturer	Part #	Datasheet	Description
NXP Semiconductors	HEF4040B	42Kb/5P	12-stage binary counter January 1995
ON Semiconductor	SN74LS290	168Kb/7P	4-BIT BINARY COUNTER July, 2006 ??Rev. 6
Motorola, Inc	MC74F161A	102Kb/4P	SYNCHRONOUS PRESETTABLE BINARY COUNTER
Renesas Technology Corp	HD74HC93	102Kb/8P	4-bit Binary Counter
NXP Semiconductors	HEF4020B	88Kb/13P	14-stage binary counter Rev. 04-4 December 2008
Fairchild Semiconductor	74F161A	179Kb/11P	Synchronous Presettable Binary Counter
List of Unclassifed Man...	4521B	67Kb/1P	24-STAGE BINARY COUNTER
Estek Electronics Co. L...	IW4020B	151Kb/6P	ripple-carry binary counter
Renesas Technology Corp	HD74LS93	174Kb/9P	4-bit Binary Counter
Nexperia B.V. All right...	HEF4020B	217Kb/11P	14-stage binary counter Rev. 11 - 7 December 2021
Fairchild Semiconductor	MM74HC161	108Kb/9P	Synchronous Binary Counter with Asynchronous Clear Synchronous Binary Counter with Synchronous Clear
Hitachi Semiconductor	HD74HC592	62Kb/9P	8-bit Register/Binary Counter
ON Semiconductor	MC74HC4020A	167Kb/8P	14-Stage Binary Ripple Counter March, 2000 ??Rev. 2
ON Semiconductor	MC74HC4040A	170Kb/8P	12-Stage Binary Ripple Counter May, 2000 ??Rev. 3
Fairchild Semiconductor	74VHC393	297Kb/10P	Dual 4-Bit Binary Counter
Texas Instruments	SN54HC163	640Kb/24P	4-BIT SYNCHRONOUS BINARY COUNTERS
Texas Instruments	SN74F163A	124Kb/9P	SYNCHRONOUS 4-BIT BINARY COUNTER
Toshiba Semiconductor	TC74HC4060AP	291Kb/6P	14-STAGE BINARY COUNTER/OSCILATOR
ON Semiconductor	MC10H161	138Kb/8P	Binary to 1-8 Decoder March, 2000 ??Rev. 6
Texas Instruments	SN74F163A	372Kb/14P	SYNCHRONOUS 4-BIT BINARY COUNTER

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What is Binary

In electronics, binary is often a term used to describe a system or signal that can only have two states or values. This is a binary system represented by 0s and 1s.

In electronics, binary schemes are used in a variety of applications. Some examples are:

Binary code: Binary code is a way of representing data as a combination of 0s and 1s.

For example, a binary code system such as ASCII code or Unicode is used to represent information such as numbers, characters, and pictures in computers.

Digital Circuits: Digital circuits are composed of electronic components that process logical values of 0 and 1.

It uses a binary system to represent and control logical states of voltages or currents.

Digital circuits such as logic gates, flip-flops, and counters utilize the binary system.

Binary communication: Binary schemes also play an important role in communication systems.

In digital communication, data is converted into a binary signal to be transmitted, and then the receiving side decodes and restores the original information.

For example, Ethernet, USB, serial communication based on binary schemes are widely used.

In addition, the binary system is an important concept in various fields of electronic components such as computer architecture, programming, cryptography, and circuit design.

*This information is for general informational purposes only, we will not be liable for any loss or damage caused by the above information.

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