Chapter 4 AC Network Analysis Tai-Cheng Lee Electrical Engineering/GIEE 1.

Slides:



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

The Basic Elements and Phasors
Department of Electronic Engineering BASIC ELECTRONIC ENGINEERING Steady-State Sinusoidal Analysis.
Fundamentals of Electric Circuits Chapter 10 Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display.
CH5 AC circuit power analysis 5.1 Instantaneous Power 5.2 Average Power 5.3 Effectives values of Current & Voltage 5.4 Apparent Power and Power Factor.
Physics for Scientists and Engineers II, Summer Semester Lecture 18: July 6 th 2009 Physics for Scientists and Engineers II.
Topic 1: DC & AC Circuit Analyses
AC Review Discussion D12.2. Passive Circuit Elements i i i + -
1 Sinusoidal Functions, Complex Numbers, and Phasors Discussion D14.2 Sections 4-2, 4-3 Appendix A.
R,L, and C Elements and the Impedance Concept
Lesson 19 Impedance. Learning Objectives For purely resistive, inductive and capacitive elements define the voltage and current phase differences. Define.
Lecture 16 AC Circuit Analysis (1) Hung-yi Lee. Textbook Chapter 6.1.
8. AC POWER CIRCUITS by Ulaby & Maharbiz. Overview.
ECE 3183 – Chapter 5 – Part D CHAPTER 5 - D1 ECE 3183 – EE Systems Chapter 5 – Part D AC Power, 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 4 Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display.
Chapter 10 Sinusoidal Steady-State Analysis
ES250: Electrical Science
Phasor Method Aug 24, 2011USC. Outline Review of analysis of DC (Direct Current) circuits Analysis of AC (Alternating Current) circuits – Introduction.
A sinusoidal current source (independent or dependent) produces a current That varies sinusoidally with time.
INC 112 Basic Circuit Analysis Week 12 Complex Power Complex Frequency.
Chapter 33 Alternating Current Circuits CHAPTER OUTLINE 33.1 AC Sources 33.2 Resistors in an AC Circuit 33.3 Inductors in an AC Circuit 33.4 Capacitors.
Chapter 11 AC Steady-State Power
ELECTRICAL ENGINEERING: PRINCIPLES AND APPLICATIONS, Fourth Edition, by Allan R. Hambley, ©2008 Pearson Education, Inc. Lecture 16 Phasor Circuits, AC.
Review Part 3 of Course. Passive Circuit Elements i i i + -
AC POWER ANALYSIS Instantaneous & Average Power
AC STEADY-STATE ANALYSIS SINUSOIDAL AND COMPLEX FORCING FUNCTIONS Behavior of circuits with sinusoidal independent sources and modeling of sinusoids in.
CIRCUITS by Ulaby & Maharbiz
Fall 2000EE201Phasors and Steady-State AC1 Phasors A concept of phasors, or rotating vectors, is used to find the AC steady-state response of linear circuits.
Copyright ©2011 by Pearson Education, Inc. publishing as Pearson [imprint] Introductory Circuit Analysis, 12/e Boylestad Chapter 14 The Basic Elements.
© The McGraw-Hill Companies, Inc McGraw-Hill 1 PRINCIPLES AND APPLICATIONS OF ELECTRICAL ENGINEERING THIRD EDITION G I O R G I O R I Z Z O N I 4.
Phasors A phasor is a complex number that represents the magnitude and phase of a sinusoid:
CIRCUITS and SYSTEMS – part I Prof. dr hab. Stanisław Osowski Electrical Engineering (B.Sc.) Projekt współfinansowany przez Unię Europejską w ramach Europejskiego.
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.
8. AC POWER CIRCUITS by Ulaby & Maharbiz All rights reserved. Do not copy or distribute. © 2013 National Technology and Science Press.
E E 2415 Lecture 9 Phasor Circuit Analysis, Effective Value and Complex Power: Watts, VAR’s and Volt-Amperes.
Alternating-Current Circuits Physics Alternating current is commonly used everyday in homes and businesses throughout the word to power various.
Chapter 5 Transient Analysis Tai-Cheng Lee Electrical Engineering/GIEE 1.
Circuit Theorems ELEC 202 Electric Circuit Analysis II.
Alternating Current Circuits. AC Sources  : angular frequency of AC voltage  V max : the maximum output voltage of AC source.
Kevin D. Donohue, University of Kentucky1 AC Steady-State Analysis Sinusoidal Forcing Functions, Phasors, and Impedance.
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.
A sinusoidal current source (independent or dependent) produces a current That varies sinusoidally with time.
1 Eeng 224 Chapter 11 AC Power Analysis Huseyin Bilgekul Eeng224 Circuit Theory II Department of Electrical and Electronic Engineering Eastern Mediterranean.
1. Using superposition, find the current I through the 10 resistor for the network CLASS ASSIGNMENT SUPERPOSITION THEOREM.
Sinusoid Phasor. Lemma 1: (Uniqueness) Proof: Lemma 2: (Linearity) Proof:
Impedance V = I Z, Z is impedance, measured in ohms (  ) Resistor: –The impedance is R Inductor: –The impedance is j  L Capacitor: –The impedance is.
12.1 Introduction This chapter will cover alternating current.
Electric Circuits (EELE 2312)
Chapter 3 Resistive Network Analysis Electrical Engineering/GIEE
EFFECTIVE OR RMS VALUES
STEADY-STATE POWER ANALYSIS
Week 11 Force Response of a Sinusoidal Input and Phasor Concept
ECE 3301 General Electrical Engineering
Sinusoidal Functions, Complex Numbers, and Phasors
CHAPTER 4 AC Network Analysis.
ECE 1270: Introduction to Electric Circuits
Electric Circuits I: EE 282
An AC voltage source drives a sinusoidal current through two resistors. The amplitude of the sinusoidal voltage across the top resistor is 4 V. The amplitude.
Time Domain to Phasor Domain (Linear Transformation)
Chapter 10 – AC Circuits Recall: Element Impedances and Admittances
Chapter 10 – AC Circuits Recall: Element Impedances and Admittances
2. 2 The V-I Relationship for a Resistor Let the current through the resistor be a sinusoidal given as Is also sinusoidal with amplitude amplitude.
Methods of Analysis and Network Theorems of A.C. Circuits
3/16/2015 Hafiz Zaheer Hussain.
C H A P T E R 4 AC Network Analysis.
UNIT-1 Introduction to Electrical Circuits
E E 2415 Lecture 9 Phasor Circuit Analysis, Effective Value and Complex Power: Watts, VAR’s and Volt-Amperes.
INC 111 Basic Circuit Analysis
Presentation transcript:

Chapter 4 AC Network Analysis Tai-Cheng Lee Electrical Engineering/GIEE 1

Energy Storage Elements – Ideal Capacitor (I) 2

Energy Storage Elements – Ideal Capacitor (II) 3

Ultracapacitors 4

Calculating Current from Voltage 5

Initial Condition Problem 6

Physical Capacitors 7

Energy Storage in Capacitors 8

Capacitive Displacement Transducer (I) 9

Capacitive Displacement Transducer (II) 10

Energy Storage Elements – Ideal Inductor (I) 11

Energy Storage Elements – Ideal Inductor (II) 12

Calculating Voltage from Current 13

Calculating Current from Voltage 14

Energy Storage in Inductors 15

Time-Dependent Signal Sources 16

Periodic Signal Waveforms 17

Sinusoidal Waveforms 18

Average and RMS Values (I) 19

Average and RMS Values (II) 20

Solution of Dynamic Circuits 21

Forced Response – Sinusoidal Excitation 22

Phasor Solution – Euler’s Identity 23

Phasor Solution – Phasors 24

Addition of Two Sinusoidal Sources 25

Superposition of AC Signals 26

AC Superposition 27

Impedance 28

Resistor 29

Inductor 30

Capacitor 31

Impedances in the Complex Plane 32

Impedance of a Practical Capacitor 33

Impedance of a Practical Inductor 34

More Complex Circuit 35

Capacitive Displacement Transducer (I) 36

Capacitive Displacement Transducer (II) 37

Admittance 38

AC Circuit Analysis Methods 39

Phasor Analysis 40

AC Equivalent Circuits (I) 41

AC Equivalent Circuits (II) 42

AC Equivalent Circuits (III) 43

AC Node Analysis 44

AC Thevenin Equivalent (I) 45

AC Thevenin Equivalent (II) 46

AC Mesh Analysis 47