/
2 22/12/2014 2 22/12/2014

2 22/12/2014 - PowerPoint Presentation

faustina-dinatale
faustina-dinatale . @faustina-dinatale
Follow
366 views
Uploaded On 2017-08-12

2 22/12/2014 - PPT Presentation

Circuit Analysis1 Fall2014 EE 1111 Instructor Hafiz Zaheer Hussain Email zaheerhussaineeuoledupk wwwhafizzaheerpbworkscom Department of Electrical Engineering The University of Lahore ID: 578024

2014 inductor series energy inductor 2014 energy series parallel capacitor current storage inductors inductance properties ideal field capacitors content

Share:

Link:

Embed:

Download Presentation from below link

Download Presentation The PPT/PDF document "2 22/12/2014" is the property of its rightful owner. Permission is granted to download and print the materials on this web site for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.


Presentation Transcript

Slide1

2

22/12/2014Slide2

Circuit Analysis-1 Fall-2014EE -1111Instructor: Hafiz Zaheer Hussain

Email: zaheer.hussain@ee.uol.edu.pkwww.hafizzaheer.pbworks.comDepartment of Electrical Engineering

The University of Lahore

Lecture # 25 & 26

2

22/12/2014Slide3

22/12/20143Slide4

Content

Introduction

Capacitor

Energy storage in capacitor

Series and parallel Capacitors

Energy storage in Inductor

Series and parallel InductorsSlide5

22/12/20145An inductor is a passive element that stores energy in its magnetic field. Generally. An inductor consists of a coil of conducting wire wound around a core.

InductorSlide6

22/12/20146An inductor is a passive element that stores energy in its magnetic field. Generally. An inductor consists of a coil of conducting wire wound around a core. For the inductorInductance

where L is the inductance in henrys (H), and 1 H = 1 volt second/ampere.Inductance is the property whereby an inductor exhibits opposition to the change of current flowing through itSlide7

Symbols of InductorsSlide8

22/12/20148

where i(t0) = the total current evaluated at t0 and i()  0 (which is reasonable since at some time there was no current in the inductor).

Relationship Between Current and Voltage

Integrating gives

Or Slide9

Relationship Between Current and VoltageSlide10

Content

Introduction

Capacitor

Energy storage in capacitor

Series and parallel Capacitors

Inductor

Series and parallel InductorsSlide11

22/12/201411Energy Storage in an Inductor

The instantaneous power delivered to an inductor is

The energy stored in the magnetic field is thusSlide12

22/12/201412An Inductor Properties

An inductor has the following important properties:An inductor acts like a short circuit to dc, since from v = 0 when i = a constant.

The

current through an inductor cannot change

instantaneously, since an instantaneous change in current would require an infinite voltage, which is not physically possible.Slide13

22/12/201413An Inductor Properties

An inductor has the following important properties:3. Like the ideal capacitor, the ideal inductor does not dissipate energy.4. A real inductor has a significant resistance due to the resistance of the coil, as well as a “winding capacitance”. Thus, the model for a real inductor is shown below.

In this course,

however, we will use ideal inductors and assume that an

ideal inductor is a good model. Slide14

22/12/201414Slide15

22/12/201415Slide16

22/12/201416Slide17

22/12/201417Slide18

22/12/201418Slide19

22/12/201419Slide20

Content

Introduction

Capacitor

Energy storage in capacitor

Series and parallel Capacitors

Inductor

Energy storage in InductorSlide21

22/12/201421Series Inductor

The equivalent inductance of series connected inductors is the sum of the

individual inductances

.

Note:

inductances in series combine in the same way as resistors in series. Slide22

22/12/201422Parallel Inductor

The

equivalent inductance of parallel connected inductors is the reciprocal of the sum of the reciprocals of the individual inductances

.Slide23

22/12/201423Slide24

22/12/201424Slide25

22/12/201425Slide26

22/12/201426Slide27

22/12/201427Slide28

22/12/201428