Power Electronic Lect 1

advertisement

Power Electronics

By: Dr. Shahram Javadi

By: Dr. Shahram Javadi

Department of Electrical Engineering

Sh.javadi@iauctb.ac.ir

1

Syllabus Outline

1.

Introduction To Power Electronic

2.

Power Diodes

3.

Diode Rectifiers

4.

Thyristors

5.

Control Rectifiers

6.

AC Voltage Controllers

7.

Thyristor Commutation Techniques

8.

Power Transistors

9.

DC to DC Choppers

10.

DC to AC Inverters

By: Dr. Shahram Javadi

2

Lecture 3: Diodes Rectifiers

By: Dr. Shahram Javadi

3

Types of Solid-State Switches

 Type 1

 DIODES Conduct Automatically when Forward Polarity is Applied.

 Type 2

 THYRISTORS or SCR ’ S - Begin to Conduct in the Forward

Direction Upon Command of a Control Signal and Continue to

Conduct Until the Next Current Zero Crossing.

 Type 3

 TRANSISTORS, GATE CONTROLLED SWITCHES, FORCE-

COMMUTATED THYRISTORS - Forward Conduction can be

Initiated and Interrupted by Control Signals.

4

By: Dr. Shahram Javadi

Power Semiconductor switches

Classification of switches according to their controllability:

 – Uncontrolled: Diode

 – Semi-controlled: Thyristor (SCR)

 – Fully controlled: Power transistors

(e.g. BJT,MOSFET, IGBT, GTO, IGCT)

By: Dr. Shahram Javadi

5

Uncontrolled Rectifiers

“Diode Converters”

A. Single phase half wave.

B. Single phase full wave.

C. Three phase 3 pulse.

D. Three phase bridge

By: Dr. Shahram Javadi

6

A. Single phase half wave uncontrolled rectifiers

By: Dr. Shahram Javadi

7

B. Single phase uncontrolled full wave rectifiers

By: Dr. Shahram Javadi

8

C,D. Three phase uncontrolled rectifiers

By: Dr. Shahram Javadi

9

A. Single phase half wave uncontrolled rectifier

10

By: Dr. Shahram Javadi

A. Single phase half wave uncontrolled rectifier

By: Dr. Shahram Javadi

11

DC load characteristics: Voltage Relationships

 The average value of the load voltage v defined as

L is V dc and it is

 In the case of a half-wave rectifier, the load voltage vL(t)= 0 for the negative half-cycle.

 The root-mean-square (rms) value of load voltage vL is VL, which is defined as

12

By: Dr. Shahram Javadi

DC load characteristics: Current Relationships

 The average value of load current i

L is I

R is purely resistive it can be found as dc and because load

 The root-mean-square (rms) value of load current i

L found as can be

13

By: Dr. Shahram Javadi

Performance Parameters for half wave uncontrolled rectifier

 Rectification Ratio

 Form Factor

 Ripple Factor

By: Dr. Shahram Javadi

14

Performance Parameters for half wave uncontrolled rectifier

 Transformer Utilization Factor

 Harmonic Factor (Total Harmonic Distortion)

 Power Factor

Half Wave PF

P ac

VA

0 .

5 2

0 .

707

0 .

5

0 .

707

15

By: Dr. Shahram Javadi

B. Single phase Full wave uncontrolled rectifier

16

By: Dr. Shahram Javadi

B. Single phase Full wave uncontrolled Rectifier

By: Dr. Shahram Javadi

17

DC Voltage

Performance Parameters for full wave uncontrolled rectifier

DC Current

RMS Current

RMS Voltage

Efficiency

Form factor Ripple Factor

By: Dr. Shahram Javadi

18

Performance Parameters for full wave uncontrolled rectifier

 Transformer Utilization Factor

 Harmonic Factor (Total Harmonic Distortion)

 Power Factor

Full Wave PF

P ac

VA

0 .

707

2

2

0 .

707

0 .

5

0 .

707

19

By: Dr. Shahram Javadi

Single phase Full wave Bridge Rectifier

By: Dr. Shahram Javadi

20

Single phase Full wave

Bridge Rectifier

By: Dr. Shahram Javadi

21

Single phase Full wave Rectifier Inductive load

Due to the energy stored in the

Inductance, the diode will continue to conduct after the supply voltage

Crosses the zero mark. The diode stops to conduct at t

3 p

< w t

3

< 2 p where,

By: Dr. Shahram Javadi

22

Analysis of the inductive load

A. Calculations of the load current for w t

0 di dt d

R

L i d

V

L m sin w t

Solving for i d for 0

 w t

 w t

3 i d

V m

Z sin( w t

 

)

Ae

Rt

L where,

Z

R 2

( w

L ) 2 and

  tan

1 ( w

L

R

)

At t

0 , i d i d i d

0

A

V m sin

Z

V m

Z

0 sin( at t

3 w t

 

)

 p

< w t

3

V m sin

 e

Rt

L

Z

< 2 p

B. Calculations of dc Voltage

V d

1

T

0

3 t

V m sin( w t ) dt

V d

1

2 p

V m

[

 cos( w t

3

)

1 ]

C. Calculations of dc current

I d

1

3 t

T

0 i d dt

I d

1

2 p

 w t

3

V m

Z



0 sin( w t

 

)

 sin

  e

 w

R

L w t



23

By: Dr. Shahram Javadi

Inductive load with free wheeling diode

To release the energy stored in the inductor and restore the average load voltage

Free Wheeling diode is connected in parallel with the load such that it gets turned On when the supply voltage hits the zero mark.

By: Dr. Shahram Javadi

24

C. Three phase Full wave Rectifier

By: Dr. Shahram Javadi

25

C. Three phase Full wave Rectifier

By: Dr. Shahram Javadi

26

Download