Mastering Control Systems : Very basics to Advance for 2021

Mastering Control Systems : Very basics to Advance for 2021, available at $69.99, has an average rating of 4.71, with 103 lectures, based on 272 reviews, and has 1938 subscribers.

You will learn about To understand and differentiate the basics of linear time-invariant control system. To understand and analyze time response of first and second order control systems for different standard test signals. To perform frequency domain analysis of linear control system using bode plot and nyquist stability criterion To understand and analyze feedback characteristics of linear control system to reduce the disturbance. The fundamental concepts of Control systems and mathematical modelling of the system. To understand and analyze the stability of LTI systems in Time Domain and Frequency Domain. To draw the Root Locus of First and Second order systems. To understand and analyze the state space analysis. This course is ideal for individuals who are Electrical, Communication, Instrumentation Students. or Who are seeking to learn to design automatic control electrical systems. or GATE, PSU Aspirants and for all competitive exams related to electronics. or Academics It is particularly useful for Electrical, Communication, Instrumentation Students. or Who are seeking to learn to design automatic control electrical systems. or GATE, PSU Aspirants and for all competitive exams related to electronics. or Academics.

Enroll now: Mastering Control Systems : Very basics to Advance for 2021

Summary

Title: Mastering Control Systems : Very basics to Advance for 2021

Price: $69.99

Average Rating: 4.71

Number of Lectures: 103

Number of Published Lectures: 103

Number of Curriculum Items: 103

Number of Published Curriculum Objects: 103

Original Price: ₹7,900

Quality Status: approved

Status: Live

What You Will Learn

To understand and differentiate the basics of linear time-invariant control system.
To understand and analyze time response of first and second order control systems for different standard test signals.
To perform frequency domain analysis of linear control system using bode plot and nyquist stability criterion
To understand and analyze feedback characteristics of linear control system to reduce the disturbance.
The fundamental concepts of Control systems and mathematical modelling of the system.
To understand and analyze the stability of LTI systems in Time Domain and Frequency Domain.
To draw the Root Locus of First and Second order systems.
To understand and analyze the state space analysis.

Who Should Attend

Electrical, Communication, Instrumentation Students.
Who are seeking to learn to design automatic control electrical systems.
GATE, PSU Aspirants and for all competitive exams related to electronics.
Academics

Target Audiences

Electrical, Communication, Instrumentation Students.
Who are seeking to learn to design automatic control electrical systems.
GATE, PSU Aspirants and for all competitive exams related to electronics.
Academics

This course gives the easy understanding of open-loop system and closed-loop systems. This course deals with transfer functions of the system from block diagram representation, signal flow graph representation and electrical systems.

Time domain analysis explains the time responses like transient and study state responses.
Root locus explains system performance with different system gains.
Frequency Domain analysis deals with frequency responses using Bode Plot, Polar Plot and Nyquist Plot.
Study state analysis deals with stability of multiple input and multiple output (MIMO) systems and dynamic systems.
Define and explain feedback and feed-forward control architecture and learn the importance of robustness, stability and performance in control design.

What you will Learn :

Introduction
Laplace Transform
Block Diagram Representation
Signal Flow Graph
Mathematical Model
Linear Time Invariant Systems
Time Domain Analysis
Routh Hurwitz (R-H) Criterion
Root Locus
Frequency Domain Analysis
Bode Plot
Polar and Nyquist Plot
Controllers and Compensators
State Space Analysis

Important information before you enroll!

If you find the course useless for your career, don’t forget you are covered by a 30-day money back guarantee.
Once enrolled, you have unlimited, 24/7, lifetime access to the course (unless you choose to drop the course during the first 30 days).
You will have instant and free access to any updates I’ll add to the course – video lectures, additional resources, quizzes, exercises.
You will benefit from my full support regarding any question you might have.
Check out the promo video at the top of this page and some of the free preview lectures in the curriculum to get a taste of my teaching style and methods before making your decision

Course Curriculum

Chapter 1: 1. Introduction

Lecture 1: INTRODUCTION

Lecture 2: 1.1 Control Systems Introduction

Lecture 3: 1.2 Transfer Function

Lecture 4: 1.3 Stable and NonStable

Lecture 5: 1.4 Poles and Zeroes Location – 1

Lecture 6: 1.5 Open Loop and Closed Loop

Lecture 7: 1.6 Negative Feedback Systems

Lecture 8: 1.7 Types and Order of the System

Lecture 9: 1.8 Transfer Function Essential Network – 1

Lecture 10: 1.9 Transfer Function Essential Network – 2

Chapter 2: Laplace Transform

Lecture 1: Relation Between Laplace Transform and Fourier Transform

Lecture 2: Introduction to Laplace Transform

Lecture 3: Laplace Transform of Basic Signals.

Lecture 4: Overview of Properties of Laplace Transform

Lecture 5: Applications of Laplace Transform – 1

Lecture 6: Applications of Laplace Transform – 2

Lecture 7: Inverse Laplace Transform – 1

Lecture 8: Inverse Laplace Transform – 2

Chapter 3: 2. Block Diagram Representation

Lecture 1: 2.1 Block Diagram Representation and Reduction Poles – 1

Lecture 2: 2.2 Block Diagram Representation and Reduction Poles – 2

Lecture 3: 2.3 Problems on Block Diagram Representation

Lecture 4: 2.4 Problems on Block Diagram Representation for MIMO

Chapter 4: 3. Signal Flow Graph

Lecture 1: 3.1 Signal Flow Graph Representation

Lecture 2: 3.2 Mason's Gain Formula

Lecture 3: 3.3 Transfer Function Example

Lecture 4: 3.4 Transfer Function Problem – 1

Lecture 5: 3.5 Transfer Function Problem – 2

Lecture 6: 3.6 Transfer Function Problem (More Forward Paths)

Lecture 7: 3.7 Conversion From Block Diagram to Signal Flow Graph Representation

Chapter 5: 4. Mathematical Model

Lecture 1: Introduction

Lecture 2: 4.2 Transfer Function from mechanical System

Lecture 3: 4.3 Force – Voltage (F-I) and Force – Current Analogy

Lecture 4: 4.4 Problems on F-V, F-I

Chapter 6: 5. Linear Time Invariant Systems

Lecture 1: 5.1 Linear Time Invariant Systems Introduction

Lecture 2: 5.2 Linear Time Invariant (LTI) System Responses

Lecture 3: 5.3 Differential Equations

Lecture 4: 5.4 Impulse Response of the System

Lecture 5: 5.5 Sinusoidal Responses

Lecture 6: 5.6 Initial and Final Values of Function

Chapter 7: 6. Time Domain Analysis

Lecture 1: 6.1 Introduction to Transient and Steady State Response

Lecture 2: 6.2 Steady State Error

Lecture 3: 6.3 Steady State Error with Inputs (Step, Ramp and Parabolic)

Lecture 4: 6.4 Steady state error with different type of system

Lecture 5: 6.5 Problems on Steady State Error

Lecture 6: 6.6 Transient Response of first order system

Lecture 7: 6.7 Transient Response of Second order system

Lecture 8: 6.8 Stability condition with damping factor

Lecture 9: 6.9 Step Response of Second Order System

Lecture 10: 6.10 Delay time, Peak time and transient response parameters

Lecture 11: 6.11 Problems on transient parameters

Chapter 8: 7. Routh Hurwitz (R-H) Criterion

Lecture 1: 7.1 Stability

Lecture 2: 7.2 Stability Problems

Lecture 3: 7.3 Stability Analysis – 1

Lecture 4: 7.4 Stability Analysis – 2

Lecture 5: 7.5 R-H Critiria

Lecture 6: 7.6 Problems on R-H Critiria

Lecture 7: 7.7 Absolute and conditional Stable

Lecture 8: 7.8 Problems on R-H Critiria

Chapter 9: 8. Root Locus

Lecture 1: 8.1 Root Locus Introduction

Lecture 2: 8.2 The relation between Closed Loop and Open Loop Transfer Function

Lecture 3: 8.3 Poles of Closed Loop Systems

Lecture 4: 8.4 Procedure to Draw Root Locus

Lecture 5: 8.5 How to find asymptotes of Transfer Function

Lecture 6: 8.6 Problems on Root Locus – 1

Lecture 7: 8.7 Problems on Root Locus – 2

Lecture 8: 8.8 Problems on Root Locus – 3 ( Break Point & Cross Section of Imaginary Axis)

Lecture 9: Graph

Lecture 10: 8.9 Problems on Root Locus – 4

Lecture 11: 8.10 Problems on Root Locus – 5 (Unity Feedback System)

Lecture 12: graph 1

Lecture 13: graph 2

Chapter 10: 9. Frequency Domain Analysis

Lecture 1: 9.1 Frequency Domain Analysis Introduction (Magnitude Response & Phase Response)

Lecture 2: 9.2 Resonance Frequency (Wr) & Resonance Peak (Mr) for Unity Feedback System)

Lecture 3: 9.3 Finding Gain Margin and Phase Margin using Open Loop Transfer Function

Lecture 4: 9.4 Problems on Gain Margin and Phase Margin

Lecture 5: 9.5 Problems on Phase Margin

Chapter 11: 10. Bode Plot

Lecture 1: 10.1 Bode Plot Introduction

Lecture 2: 10.2 Procedure to Draw the Bode Plot of given Transfer Function

Lecture 3: 10.3.1 Problems on Bode Plot – 1

Lecture 4: 10.3.2 "Semilog Graph" Representation for above Problem

Lecture 5: 10.4.1 Problems on Bode Plot – 2

Lecture 6: 10.4.2 "Semilog Graph" Representation for above Problem

Chapter 12: 11. Polar and Nyquist Plot

Lecture 1: 11.1 Polar Plot Introduction

Lecture 2: 11.2 Problems on Polar Plot

Lecture 3: 11.3 Shortcut Technique to draw Polar Plot

Lecture 4: 11.4 Phase Margin and Gain Margin from Polar Plot

Lecture 5: 11.5 Introduction to Nyquist Plot

Lecture 6: 11.6 Problems on Nyquist Plot – 1

Instructors

Edufulness Srinivas Andoor
Professional GATE ECE Faculty

Rating Distribution

1 stars: 2 votes
2 stars: 2 votes
3 stars: 25 votes
4 stars: 72 votes
5 stars: 171 votes

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