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Design and Implementation of Digital Fundamentals (Logic gates, timing diagrams, binary/gray code conversion, karnaugh map and quiz and problems)

Computer Science
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Pages: 85
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1-5 Chapters
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Project Research Pages: 85 Available Available 1-5 Chapters Abstract Available Available Instant Download NGN 5,000

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Project Research Pages: 85 Available Available 1-5 Chapters NGN 5,000 Abstract Available Available Instant Download
Design and Implementation of Digital Fundamentals (Logic gates, timing diagrams, binary/gray code conversion, karnaugh map and quiz and problems)
Design and Implementation of Digital Fundamentals (Logic gates, timing diagrams, binary/gray code conversion, karnaugh map and quiz and problems) 
 
CHAPTER ONE
 
INTRODUCTION
 
The term digital is derived from the way computer performs operations by counting digital. For many years, applications of digital electronics were confined to computer systems. Today, digital technology is applied in a wide range of areas in addition to computers. This project introduces you to digital manipulations and provides a broad overview of many important concepts. The practical aspect of digital fundamentals was the main reason why a software application has been developed.
Digital electronics involves circuits and systems in which there are only two possible states. These states are represented by two different voltage levels: A HIGH and a LOW. The two states can also be represented by circuit levels, open and close switches, or lamps turned on and off. In digital systems such as computers, combinations of the two states, called codes, are used to represent number symbols, alphabets characters, and the other types of information. The two-state number system is called binary and its two digits are 0 and 1. A binary digit is also called a bit. Generally, 1 is represented by the higher voltage, which we refer to as a HIGH, and 0 is represented by the lower voltage level, which we refer by a LOW. This is called the positive logic.
 
HIGH = 1 and LOW = 0
Another system in which a 1 is represented by a LOW and a 0 is represented by a HIGH is called a negative logic
Digital technology has become widespread and encompasses virtually all aspects of our everyday lives. We could see it being used in computers and related gadgets, entertainment, automation (robotics), medical, etc. Though physical…. TRUNCATED
 
 
 
1.3 AIM AND OBJECTIVES
This project aims to assist students in developing knowledge and understanding the practical aspect of the fundamental of computing system including number system and code conversion, Boolean functions, logic operations for logic gates, in which students will develop problem solving skills, learning how to logically approach and evaluate a variety of physical situations by creating an application program.
 
The objectives of this project include the following:
Perform arithmetic operations in many number systems such as decimal, octal, hexadecimal using the possible operators such as addition, subtraction, multiplication and division. For example, in performing an addition operator between two binary numbers entered in the input box, it’s done this way:
 
Constructing the amplitude, period, frequency and duty cycle of a digital waveform using timing diagrams which is a graph of digital waveforms showing the time relationship of two or more waveforms and how each waveform changes in relation to the others.
 
Simplify the Boolean expressions using Karnaugh Map.
Implement the Boolean functions using the basic logic gates.
A logic gate, or simply gate, is a special circuit designed to input and output logic level voltages (voltages intended to represent binary bits). Gate circuits are most commonly represented in a schematic by their own unique symbols rather than by their constituent transistors and resistors.
For example the schematic symbol and the truth table for a 2-input AND gate is illustrated below:
 
 
TRUNCATED…………………….
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
CHAPTER TWO
LITERATURE REVIEW
 
2.1  REVIEW OF TRADITIONAL REPRESENTATION TECHNIQUES
 
In designing digital system, switching circuits are usually represented using truth tables, Kanaugh Maps, or algebraic expressions. These traditional representation techniques have been proven to be limited in large circuit designs. Thus, a more efficient method of representing switching circuits, which computation time and storage requirements do not grow exponentially as the number of inputs increases, is required. These modern representing techniques describe the operation of a switching circuit more efficiently both in computation time and storage requirements.
 
 
2.2 TRUTH TABLE
 
It has been suggested that Russell …….
 
 
 
 
 
 
TRUNCATED BY AUTHOR
CONTACT ME IF YOU ARE INTERESTED IN THIS PROJECT TOPIC
 
Project name: THE DESIGN AND IMPLEMENTATION OF DIGITAL FUNDAMENTALS (LOGIC GATES, TIMING DIAGRAM BINARY/GRAY CODE CONVERSION, KARNAUGH MAP)
 
Project Pages: 85 pages
 
Project Description: Fully organised and incorporated with images of the software application, very graphical, educating and fully practical.
 
Software Created with: Visual Basic Programming Language, Adobe Fireworks and Microsoft Access.
 
Project Creation Duration: 3 Months
 
 
Author: Chinny E. Anthony (ICT Director)
Whatsapp: 234 8035204317
Email: chinnyfity@yahoo.com

Design and Implementation of Digital Fundamentals (Logic gates, timing diagrams, binary/gray code conversion, karnaugh map and quiz and problems)

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