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Fundamentals of Digital
Electronics - Logic Gates
Logic Circuits
• A collection of individual logic gates connect with
each other and produce a logic design known as a
Logic Circuit
• The following are the types of logic circuits:
– Decision making
– Memory
– A gate has two or more binary inputs and single output.
2
Fundamentals of Digital Electronics - Logic
Gates
Basic Logic Gates
• The following are the three basic gates:
– NOT
– AND
– OR
– Each logic gate performs a different logic function.
You can derive logical function or any Boolean or
logic expression by combining these three gates.
Fundamentals of Digital Electronics - Logic
Gates
3
NOT Gate
• The simplest form of a digital logic circuit is the
inverter or the NOT gate
• It consists of one input and one output and the input
can only be binary numbers namely; 0 and 1
the truth table for NOT Gate:
Fundamentals of Digital Electronics - Logic
Gates
4
AND Gate
• The AND gate is a logic circuit that has two or more inputs and
a single output
• The operation of the gate is such that the output of the gate is
a binary 1 if and only if all inputs are binary 1
• Similarly, if any one or more inputs are binary 0, the output
will be binary 0.
Fundamentals of Digital Electronics - Logic
Gates
5
OR Gate
• The OR gate is another basic logic gate
• Like the AND gate, it can have two or more inputs and a single
output
• The operation of OR gate is such that the output is a binary 1
if any one or all inputs are binary 1 and the output is binary 0
only when all the inputs are binary 0
Fundamentals of Digital Electronics - Logic
Gates
6
NAND Gate
• The term NAND is a contraction of the expression
NOT-AND gate
• A NAND gate, is an AND gate followed by an inverter
• The algebraic output expression of the NAND gate is
Y = A.B
Fundamentals of Digital Electronics - Logic
Gates
7
NOR Gate
• The term NOR is a contradiction of the expression
NOT-OR
• A NOR gate, is an OR gate followed by an inverter
• The algebraic output expression of the NOR gate is Y
= A + B
Fundamentals of Digital Electronics - Logic
Gates
8
EX-OR and EX-NOR Gates
• EX-OR and EX-NOR are digital logic circuits
that may use two or more inputs
• EX-NOR gate returns the output opposite to
EX-OR gate
• EX-OR and EX-NOR gates are also denoted by
XOR and XNOR respectively.
Fundamentals of Digital Electronics - Logic
Gates
9
EXOR Gate
• The Ex-OR (Exclusive- OR) gate returns high output with one of two high
inputs (but not with both high inputs or both low inputs)
• For example, if both the inputs are binary 0 or 1, it will return the output
as 0. Similarly, if one input is binary 1 and another is binary 0, the output
will be 1 (high)
• The operation for the Ex-OR gate is denoted by encircled plus symbol
• The Ex-OR operation is widely used in digital circuits.
• The algebraic output expression of the Ex-OR gate is Y = A ⊕ B =
Fundamentals of Digital Electronics - Logic
Gates
10
EXNOR Gate
• The Ex-NOR (Exclusive- NOR) gate is a circuit that returns low output with
one of two high inputs (but not with both high inputs)
• For example, if both the inputs are binary 0 or 1, it will return the output
as 1. Similarly, if one input is binary 1 and another is binary 0, the output
will be 0 (low)
• The symbol for the Ex-NOR gate is denoted by encircled plus symbol which
inverts the binary values
• The algebraic output expression of the Ex-NOR gate is Y =
Fundamentals of Digital Electronics - Logic
Gates
11
Applications of Logic Gates
• The following are some of the applications of Logic
gates:
– Build complex systems that can be used to different fields
such as
• Genetic engineering,
• Nanotechnology,
• Industrial Fermentation,
• Metabolic engineering and
• Medicine
– Construct multiplexers, adders and multipliers.
– Perform several parallel logical operations
– Used for a simple house alarm or fire alarm or in the circuit
of automated machine manufacturing industry
Fundamentals of Digital Electronics - Logic
Gates
12
End of Slides
Fundamentals of Digital Electronics - Logic
Gates
13

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11_Fundamentals_of_Digital_Electronics_L.pptx

  • 2. Logic Circuits • A collection of individual logic gates connect with each other and produce a logic design known as a Logic Circuit • The following are the types of logic circuits: – Decision making – Memory – A gate has two or more binary inputs and single output. 2 Fundamentals of Digital Electronics - Logic Gates
  • 3. Basic Logic Gates • The following are the three basic gates: – NOT – AND – OR – Each logic gate performs a different logic function. You can derive logical function or any Boolean or logic expression by combining these three gates. Fundamentals of Digital Electronics - Logic Gates 3
  • 4. NOT Gate • The simplest form of a digital logic circuit is the inverter or the NOT gate • It consists of one input and one output and the input can only be binary numbers namely; 0 and 1 the truth table for NOT Gate: Fundamentals of Digital Electronics - Logic Gates 4
  • 5. AND Gate • The AND gate is a logic circuit that has two or more inputs and a single output • The operation of the gate is such that the output of the gate is a binary 1 if and only if all inputs are binary 1 • Similarly, if any one or more inputs are binary 0, the output will be binary 0. Fundamentals of Digital Electronics - Logic Gates 5
  • 6. OR Gate • The OR gate is another basic logic gate • Like the AND gate, it can have two or more inputs and a single output • The operation of OR gate is such that the output is a binary 1 if any one or all inputs are binary 1 and the output is binary 0 only when all the inputs are binary 0 Fundamentals of Digital Electronics - Logic Gates 6
  • 7. NAND Gate • The term NAND is a contraction of the expression NOT-AND gate • A NAND gate, is an AND gate followed by an inverter • The algebraic output expression of the NAND gate is Y = A.B Fundamentals of Digital Electronics - Logic Gates 7
  • 8. NOR Gate • The term NOR is a contradiction of the expression NOT-OR • A NOR gate, is an OR gate followed by an inverter • The algebraic output expression of the NOR gate is Y = A + B Fundamentals of Digital Electronics - Logic Gates 8
  • 9. EX-OR and EX-NOR Gates • EX-OR and EX-NOR are digital logic circuits that may use two or more inputs • EX-NOR gate returns the output opposite to EX-OR gate • EX-OR and EX-NOR gates are also denoted by XOR and XNOR respectively. Fundamentals of Digital Electronics - Logic Gates 9
  • 10. EXOR Gate • The Ex-OR (Exclusive- OR) gate returns high output with one of two high inputs (but not with both high inputs or both low inputs) • For example, if both the inputs are binary 0 or 1, it will return the output as 0. Similarly, if one input is binary 1 and another is binary 0, the output will be 1 (high) • The operation for the Ex-OR gate is denoted by encircled plus symbol • The Ex-OR operation is widely used in digital circuits. • The algebraic output expression of the Ex-OR gate is Y = A ⊕ B = Fundamentals of Digital Electronics - Logic Gates 10
  • 11. EXNOR Gate • The Ex-NOR (Exclusive- NOR) gate is a circuit that returns low output with one of two high inputs (but not with both high inputs) • For example, if both the inputs are binary 0 or 1, it will return the output as 1. Similarly, if one input is binary 1 and another is binary 0, the output will be 0 (low) • The symbol for the Ex-NOR gate is denoted by encircled plus symbol which inverts the binary values • The algebraic output expression of the Ex-NOR gate is Y = Fundamentals of Digital Electronics - Logic Gates 11
  • 12. Applications of Logic Gates • The following are some of the applications of Logic gates: – Build complex systems that can be used to different fields such as • Genetic engineering, • Nanotechnology, • Industrial Fermentation, • Metabolic engineering and • Medicine – Construct multiplexers, adders and multipliers. – Perform several parallel logical operations – Used for a simple house alarm or fire alarm or in the circuit of automated machine manufacturing industry Fundamentals of Digital Electronics - Logic Gates 12
  • 13. End of Slides Fundamentals of Digital Electronics - Logic Gates 13