ELL100: INTRODUCTION TO ELECTRICAL ENGG.

Slides:



Advertisements
Similar presentations
AC CIRCUITS ANALYSIS. Sinusoids A sinusoid is a signal that has the form of the sine or cosine function.
Advertisements

Each of the circuit elements will have a different ac current response to an applied ac voltage. We need to look at each of these elements. Resistor:
Slide 2 HomeWork I3I3 Q. Find I 1, I 2, I 3 and the voltage on the 4 ohms?
Ch4 Sinusoidal Steady State Analysis 4.1 Characteristics of Sinusoidal 4.2 Phasors 4.3 Phasor Relationships for R, L and C 4.4 Impedance 4.5 Parallel and.
Capacitor: Let us consider the following circuit consisting of an ac voltage source and a capacitor. The current has a phase shift of +  /2 relative to.
Chapter 10 Sinusoidal Steady-State Analysis Engineering Circuit Analysis Sixth Edition W.H. Hayt, Jr., J.E. Kemmerly, S.M. Durbin Copyright © 2002 McGraw-Hill,
ECE 3336 Introduction to Circuits & Electronics
Department of Electronic Engineering BASIC ELECTRONIC ENGINEERING Steady-State Sinusoidal Analysis.
EE40 Summer 2006: Lecture 5 Instructor: Octavian Florescu 1 Announcements Lecture 3 updated on web. Slide 29 reversed dependent and independent sources.
Lecture 11 EEE 302 Electrical Networks II Dr. Keith E. Holbert Summer 2001.
Phasors Complex numbers LCR Oscillator circuit: An example Transient and Steady States Lecture 18. System Response II 1.
Parallel AC Circuits Analysis ET 242 Circuit Analysis II Electrical and Telecommunication Engineering Technology Professor Jang.
AC i-V relationship for R, L, and C Resistive Load Source v S (t)  Asin  t V R and i R are in phase Phasor representation: v S (t) =Asin  t = Acos(
Lecture 191 Sinusoids (7.1); Phasors (7.3); Complex Numbers (Appendix) Prof. Phillips April 16, 2003.
Lect17EEE 2021 Phasor Relationships; Impedance Dr. Holbert April 2, 2008.
Network Theorems (AC) ET 242 Circuit Analysis II
R,L, and C Elements and the Impedance Concept
AC i-V relationship for R, L, and C Resistive Load Source v S (t)  Asin  t V R and i R are in phase Phasor representation: v S (t) =Asin  t = Acos(
Lecture 26 Review Steady state sinusoidal response Phasor representation of sinusoids Phasor diagrams Phasor representation of circuit elements Related.
SINGLE PHASE A.C CIRCUITS
Lesson 26 AC Power and Power Factor
Chapter 15 – Series & Parallel ac Circuits Lecture (Tutorial) by Moeen Ghiyas 14/08/
Lecture 27 Review Phasor voltage-current relations for circuit elements Impedance and admittance Steady-state sinusoidal analysis Examples Related educational.
Chapter 10 Sinusoidal Steady-State Analysis
ES250: Electrical Science
Chapter 35.
Fundamentals of Electric Circuits Chapter 9
Chapter 15 – Series & Parallel ac Circuits Lecture 19 by Moeen Ghiyas 11/10/
ECE201 Lect-51 Single-Node-Pair Circuits (2.4); Sinusoids (7.1); Dr. S. M. Goodnick September 5, 2002.
Fundamentals of Electric Circuits Chapter 9 Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display.
Storey: Electrical & Electronic Systems © Pearson Education Limited 2004 OHT 15.1 Alternating Voltages and Currents  Introduction  Voltage and Current.
Dynamic Presentation of Key Concepts Module 8 – Part 2 AC Circuits – Phasor Analysis Filename: DPKC_Mod08_Part02.ppt.
1 Lecture #5 EGR 272 – Circuit Theory II Phasor Analysis The use of complex numbers to solve ac circuit problems – the so-called phasor method considered.
Fundamentals of Electric Circuits Chapter 9
1 REVISION Things you should know Things you have learned in SEE1003 Things I EXPECT you to know ! 1 Knows how to write expressions for sinusoidal waveforms.
Complex Impedances Sinusoidal Steady State Analysis ELEC 308 Elements of Electrical Engineering Dr. Ron Hayne Images Courtesy of Allan Hambley and Prentice-Hall.
Kevin D. Donohue, University of Kentucky1 AC Steady-State Analysis Sinusoidal Forcing Functions, Phasors, and Impedance.
1 ECE 3144 Lecture 31 Dr. Rose Q. Hu Electrical and Computer Engineering Department Mississippi State University.
1 Lecture #6 EGR 272 – Circuit Theory II Read: Chapter 9 and Appendix B in Electric Circuits, 6 th Edition by Nilsson Using Phasors to Add Sinusoids Sinusoidal.
FUNDAMENTALS OF ELECTRICAL ENGINEERING [ ENT 163 ] LECTURE #7 INTRODUCTION TO AC CIRCUITS HASIMAH ALI Programme of Mechatronics, School of Mechatronics.
1 EENG224 Chapter 9 Complex Numbers and Phasors Huseyin Bilgekul EENG224 Circuit Theory II Department of Electrical and Electronic Engineering Eastern.
12.1 Introduction This chapter will cover alternating current.
Electrical impedance Electrical impedance, or simply impedance, describes a measure of opposition to alternating current (AC). Electrical impedance extends.
Chapter 9 Complex Numbers and Phasors
site.iugaza.edu.ps/ajasser
AC STEADY-STATE ANALYSIS
Week 11 Force Response of a Sinusoidal Input and Phasor Concept
ECE 3301 General Electrical Engineering
ECE 476 POWER SYSTEM ANALYSIS
AC Voltage Controllers AC to ac Converters
ECE 3301 General Electrical Engineering
ECE 1270: Introduction to Electric Circuits
ELL100: INTRODUCTION TO ELECTRICAL ENGG.
ECE 1270: Introduction to Electric Circuits
ELEC 202 Circuit Analysis II
ELL100: INTRODUCTION TO ELECTRICAL ENGG.
ELL100: INTRODUCTION TO ELECTRICAL ENGG.
ELL100: INTRODUCTION TO ELECTRICAL ENGG.
J.-B. Seo, S. Srirangarajan, S.-D. Roy, and S. Janardhanan
ELL100: INTRODUCTION TO ELECTRICAL ENG.
ELL100: INTRODUCTION TO ELECTRICAL ENGG.
ELL100: INTRODUCTION TO ELECTRICAL ENGG.
ELL100: INTRODUCTION TO ELECTRICAL ENGG.
ELL100: INTRODUCTION TO ELECTRICAL ENG.
Parallel AC Circuits Analysis
Voltage Divider and Current Divider Rules
AC Voltage Controllers AC to ac Converters
3/16/2015 Hafiz Zaheer Hussain.
ELL100: INTRODUCTION TO ELECTRICAL ENGG.
INC 111 Basic Circuit Analysis
Presentation transcript:

ELL100: INTRODUCTION TO ELECTRICAL ENGG. Lecture 8 Course Instructors: J.-B. Seo, S. Srirangarajan, S.-D. Roy, and S. Janardhanan Department of Electrical Engineering, IITD

Response to a forcing function

Response to a forcing function

Response to a forcing function

Impedance the ratio of voltage to current for exponential waveform extends the concept of resistance to AC circuits a complex number; units same as resistance (Ohms) It has both magnitude and phase; unlike resistance, which has only magnitude.

Impedance the ratio of voltage to current for exponential waveform extends the concept of resistance to AC circuits a complex number; units same as resistance (Ohms) It has both magnitude and phase; unlike resistance, which has only magnitude.

Impedance

Impedance

Impedance

Impedance

Impedance

Impedance

Impedance

Example

Example

Example

Example

Representation of Sinusoids by exponential

Representation of Sinusoids by exponential

Phasor representation Express in terms of Effective/RMS value Phasor:

Phasor representation Express in terms of Effective/RMS value Phasor:

Phasor representation Express in terms of Effective/RMS value Phasor:

Phasor representation Write down the equation of the current shown below as a function of time Represent the current by phasor The current reaches a positive maximum of 10 (A) at

Phasor representation Write down the equation of the current shown below as a function of time Represent the current by phasor The current reaches a positive maximum of 10 (A) at

Phasor representation Write down the equation of the current shown below as a function of time Represent the current by phasor The current reaches a positive maximum of 10 (A) at

Phasor representation Write down the equation of the current shown below as a function of time Represent the current by phasor The current reaches a positive maximum of 10 (A) at

Example

Example 

Example  

Example  

Example

Example

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance & Phasor representation

Impedance

Feedback: Privacy Policy Feedback
Do Not Sell My Personal Information
About project: SlidePlayer Terms of Service

© 2025 SlidePlayer.com. Inc. All rights reserved.