Digital Fundamentals

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A set of vocabulary flashcards covering the fundamental concepts of digital electronics, logic gates, number systems, and arithmetic circuits based on the Chapter 41 lecture notes.

Last updated 1:56 PM on 6/17/26
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29 Terms

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bit

A single binary character, either 00 or 11.

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nibble

A pattern consisting of 44 bits.

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byte

A group of 88 bits that may represent a decimal number from 00 to 255255.

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word

A number of bits in sequence that are treated as a single unit, typically in sizes of 88, 1616, 3232, or 6464 bits.

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least significant bit (LSB)

The digit in a binary number that represents the least value.

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most significant bit (MSB)

The digit in a binary number that represents the greatest value.

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binary number system

A base-two\text{base-two} system that uses only the digits 00 and 11 to represent numbers.

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hexadecimal

A numbering system with a base 16\text{base 16} that employs 1616 digits, specifically the numbers 00 through 99 and the letters AA through FF.

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gate

An electric circuit that operates on the yes-no principle and produces an output only when predetermined input conditions exist.

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AND gate

A logic device with two or more inputs and one output where all inputs must be in the logic 11 (HIGH) state to obtain a logic 11 output.

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OR gate

A decision-making circuit with two or more inputs and one output whose output is logic 00 (LOW) unless any or all of its inputs are logic 11 (HIGH).

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NOT (inverter) gate

A logic gate that takes a single input and reverses or complements its logic state.

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NAND gate

A universal logic gate that is a combination of an AND gate and an INVERTER, with an output exactly opposite that of an AND gate.

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NOR gate

A combination of an OR gate and an INVERTER, with an output exactly opposite that of an OR gate.

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TTL

Short for transistor-transistor logic, a digital IC family based on the use of multiple bipolar transistor circuits operating at 5Vcc5\,V_{cc}.

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CMOS

An abbreviation for Complimentary Metal Oxide Semiconductor, a logic gate type that uses FETs (Field Effect Transistors) and operates at 33 to 18volts18\,volts.

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combinational logic

Logic circuits that make decisions based on inputs without any internal storage or memory.

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Boolean algebra

A mathematical method used to express logical operations where the multiplication sign represents AND, the addition sign (++) represents OR, and a bar over a letter represents NOT.

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exclusive-OR (XOR)

A logic function where the output is HIGH only when one input or the other is HIGH, but not both.

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fan-out

A number describing the limit of how many inputs to other gates a single logic circuit output can drive, typically ranging from 331010 for standard gates.

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arithmetic-logic unit (ALU)

The heart of a computer that performs all mathematical operations, including addition, subtraction, multiplication, and division.

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half-adder

A logic circuit with two inputs (AA, BB) and two outputs serving as a sum (Σ\Sigma) and a carry out (CoC_o).

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full-adder

A logic circuit that has the capability to add two bits and a carry in (CINC_{IN}) from a previous addition.

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asynchronous device

A device, such as the 74857485 magnitude comparator, that operates only when inputs are applied or changed and is not controlled by a clock.

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encoder

A combinational network of gates that converts a nonbinary input into a binary digital code.

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decoder

A combinational logic circuit that recognizes the presence of a specific binary number or converts binary data into a format like a seven-segment decimal display.

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multiplexer (MUX)

Also called a data selector, this electronic switch allows digital information from several sources to be routed onto a single line for transmission.

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demultiplexer (DEMUX)

A digital circuit that performs the inverse operation of a multiplexer by taking a single input and routing it to one of several outputs.

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DeMorgan's Law

A fundamental result of Boolean algebra showing that logical functions can be implemented using either AND gates and inverters (AB=Aˉ+Bˉ\overline{AB} = \bar{A} + \bar{B}) or OR gates and inverters (A+B=AˉBˉ\overline{A+B} = \bar{A}\bar{B}).