Digital Systems and Logic Design with verilog codes

Name: Digital Systems and Logic Design with verilog codes
Rating: 3.9 (49 reviews)

Logic Design,Gates,Decoder,Encoder,MUX,DEMUX, Combinational Circuit design

Created byAli Usman

Last updated 4/2019

English

What you'll learn

At the end of this course Students will able to learn following concepts:
Digital Systems And Boolean Algebra
Logic Gates (OR,AND,NOT,NAND,NOR,XOR,X NOR)
k-map, Gate level Minimization and simplification,
Design of Combinational logic design
Half Adder, Full Adder, Full subtractor, Decoder, Encoder, Mux
Verilog HDL codes (adder, subtractor,decoder,encoder,Mux)

Course content

6 sections • 25 lectures • 2h 30m total length

Introduction of Digital Systems2:15
Explore the fundamentals of digital systems and logic design, introducing Verilog codes and their role in modeling and implementing digital circuits.

Basic Definitions3:41
Two Value Boolean Algebra7:01
Basic Theorems and properties of Boolean Algebra7:43
Digital Circuits implement using Boolean Functions8:46
Canonical And Standard Form15:04
Explore canonical and standard forms for boolean functions, express them as sum of products or product of sums, and derive minterms and maxterms for three variables.
Digital logic Gates(AND,OR,NOT,XOR,XNOR,NOR,NAND)12:32
Explore digital logic gates such as and, or, not, xor, xnor, nor, and nand, with gate symbols, boolean expressions, and truth tables that show how inputs determine outputs.

The MAP method19:33
Four value K-Map11:35
Use a four-variable Karnaugh map to map minterms 5, 10, 11, 12, 13, and 15 and derive a simplified expression for f dependent on b, c, and d.
Don't Care Conditions3:59
Explore don't care conditions in digital logic, marking unused input combinations as x, and learn to simplify incompletely specified functions by leveraging don't care terms in boolean expressions.

Introduction of combinational circuits3:30
Introduce combinational and sequential circuits, showing how current inputs propagate through logic gates, decoders, and multiplexers in combinational designs, while memory elements illustrate stateful behavior in sequential designs.
Design Procedure0:21
Half Adder4:47
Analyze the half adder by listing all input combinations and deriving its sum and carry. Show that the sum equals a xor b and the carry equals a and b.
Full Adder11:14
This lecture explains the design of a full adder with inputs x, y, and carry in, showing its sum and carry outputs, and derives simplified expressions for a minimal circuit.
Full Subtractor9:33
Explore the full subtractor with inputs x, y, z, analyzing subtraction and borrow across input combinations, and derive a simplified difference expression using postulates and truisms.
Decoder8:45
Design a 3-input line decoder by mapping input combos to outputs, derive minterms and boolean expressions, and connect the lines using inverters to realize the decoder.
Encoder4:38
Explore how encoders map active input combinations to coded output lines, analyze the truth table for three inputs, compare encoders with decoders, and illustrate typical 2-to-4 encoding behavior.
MUX8:52

Half adder verilog code0:57
Explore digital systems and logic design using Verilog codes, focusing on half adder implementation and practical Verilog coding techniques for basic circuit design.
Full adder verilog hdl code0:50
Full subtractor verilog code1:42
Explore the Verilog code for a full subtractor, applying digital logic design principles to model subtraction operations and verify correctness in hardware simulations.
Decoder Verilog code0:50
Explore how to implement a decoder in Verilog, applying digital systems and logic design principles to create reliable Verilog code.
Encoder verilog code0:53
Explore encoder Verilog code within digital systems and logic design, applying Verilog encoder concepts to hardware design.
MUX verilog code0:39
Create a mux verilog code that demonstrates basic digital systems and logic design concepts using verilog syntax and practical circuit behavior.

Requirements

In this course students will learn the basics of Digital logic design ,So students don't need to have any pre-requisites for taking this course.

Description

This course provides a modern introduction to logic design and the basic building blocks used in digital systems, in particular digital computers. It starts with a discussion of combinational logic: logic gates, minimization techniques, arithmetic circuits, and modern logic devices such as field programmable logic gates.In this course students will learn about basic definition of digital system, minimization and simplification of the function and different combination logic circuits.

Who this course is for:

This course is for Electrical ,Electronics and Computer Engineering Student.Those students who want to design the different type of Digital Electronics Projects

Digital Systems and Logic Design with verilog codes

What you'll learn

Explore related topics

Course content

Start Here1 lecture • 2min

Boolean Algebra And Logic Gate6 lectures • 55min

K-MAP , SIMPLIFICATION AND MINIMIZATION OF BOOLEAN FUNCTIONS3 lectures • 35min

Combinational logic8 lectures • 52min

Verilog HDL6 lectures • 6min

Last Lecture1 lecture • 1min

Requirements

Description

Who this course is for: