Speed Control of DC Motors By Dr. Ungku Anisa Ungku Amirulddin Department of Electrical Power Engineering College of Engineering Dr.

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Transcript Speed Control of DC Motors By Dr. Ungku Anisa Ungku Amirulddin Department of Electrical Power Engineering College of Engineering Dr.

Speed Control of DC Motors By Dr. Ungku Anisa Ungku Amirulddin Department of Electrical Power Engineering College of Engineering

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives 1

DC Drives Outline

 Introduction to DC Drives  Separately Excited DC Motor  Speed Control Methods  Speed Control Strategy  Operating Modes  References

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives 2

Introduction

 DC Drives – Electric drives employing DC motors as prime movers  Dominated variable speed applications before introduction of Power Electronic converters  Still popular even after Power Electronics  Advantage: Precise torque and speed control without sophisticated electronics  Applications: Rolling mills, hoists, traction, cranes

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives 3

Introduction

 Some limitations:  High maintenance (commutators & brushes)  Expensive  Speed limitations  Sparking  Commonly used DC motors  Separately excited  Series (mostly for traction applications)

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives 4

Separately Excited DC Motor

R a L a L f R f i a + + i f + v t _ e a _ v f _

v a T

R a i a e

L a di a dt

K t i f i a

e a

Electromagnetic torque

e a

K v i f

 Armature back e.m.f.

v f

R f i f

L f di f dt K t K v K v

= torque constant = voltage constant (V/A-rad/s) = K

t Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives 5

Separately Excited DC Motor

 Motor is connected to a load.

 Therefore,

T e

J d

dt

B

 

T L

where

T L

= load torque J = load inertia (kg/m 2 ) B = viscous friction coefficient (Nm/rad/s)

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives 6

Separately Excited DC Motor – Steady State Condition

  Time derivatives = 0. Therefore, 

V f

R f I f

E a

K v I f

   (1)

V a T e

(2) 

R a I a

 

R a I a K t I f

 

I a E a K

I v f B

  

T L

(3) (4) The developed power

P d

T e

 (5)

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EEEB283 – Electrical Machines & Drives 7

Speed Control Methods for Separately Excited DC Motor

  From equation (3),  intercept

K V a v I f

 

V a

R a I a

K v I f

  

V a K v I f V a K v I f

 

K R a v I f

R a K v I f

 2

T e

   

T e K t I f

    slope  

K R a v I f

2  T e  Three possible methods for speed control:    Armature voltage V

a

Armature resistance R

a

Field current I

f

(by changing field resistance R

f

)  flux 

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives 8

Speed Control Methods – V

a K V a v I f

control

 

V a K v I f

  

K v R a I f

 2

T e

T L

V a

↓ Requires variable DC supply T e 9

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives

Speed Control Methods – R

a

control

 

V a K v I f K V a v I f

slope  

K R a v I f

2   

K v R a I f

 2

T e

T L Simple control Losses in external resistor  Rarely used.

R a

↑ T e

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EEEB283 – Electrical Machines & Drives 10

Speed Control Methods –

control

  

V a K v I f

 

K v R a I f

 2

T e

T L

V a K v I f

slope  

K R a v I f

2 

I f

↓ Not possible for PM motor Normally employed for speed above base speed T e 11

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives

Speed Control Strategy for Separately Excited DC Motor

   Base speed  base = Speed at rated V

a

, I

f

 = 0 to  base  speed control by V

a

 >  base  and I

a

speed control by flux weakening (   , i.e.

I f

↓ ) T

Dr. Ungku Anisa, July 2008 V a

control  base EEEB283 – Electrical Machines & Drives  control  12

Speed Control Strategy for Separately Excited DC Motor

      T  P d = 0 to  base >  base

I a

  = E

a I a

 For maximum torque capability, I

a

= I a max = (K speed control by flux weakening (

v I f

  )I speed control by V

a a

= constant when  >  base  in order to go beyond  base ,    

I

)

f

 (1/  ) Per unit quantities I a V a 1.0

I f , T e ,  

V a

control  base EEEB283 – Electrical Machines & Drives  control

Dr. Ungku Anisa, July 2008

13

Speed Control Strategy

Per unit quantities I a 1.0

V a I f , T e ,   

V a

control  base  control Torque and power relations below and beyond  base P, T P P =T

e

 T e T e = K

v I f I a Dr. Ungku Anisa, July 2008

constant torque EEEB283 – Electrical Machines & Drives constant power 14

Operating Modes

Motoring  Back EMF E

a

< V

a

I a

and I

f

are positive  Motor develops torque to meet load demand (i.e.

T e =T L

)

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Operating Modes

Regenerative Breaking  Motor acts as generator   Develops E

a

> V

a I a

negative (flows back to source)   

I f

positive Machine slows down until E

a

= V

a

Used only when there are enough loads to absorb regenerated power

Dr. Ungku Anisa, July 2008

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Operating Modes

Dynamic Breaking  Similar to regenerative breaking   But V

a

removed, replaced by R

b

Kinetic energy of motor is dissipated in R

b

(i.e. machine works as generator)

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Operating Modes

Plugging  Supply voltage V

a

reversed is 

V a

assists E

a

in forcing I

a

in reverse direction 

R b

connected in series to limit current

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives 18

Operating Modes Four Quadrant Operation

+V

a

Q2

, +E

a -I a

  -T + Power = -ve  +V

a

Q1

, +E

a

 +  +I

a

 +T Power = +ve

-V a

Q3

, -E

a -I a

  -T Power = +ve 

Dr. Ungku Anisa, July 2008

EEEB283 – Electrical Machines & Drives

-V a

Q4

, -E

a

 +I

a

 +T Power = -ve  19

References

 Rashid, M.H, Power Electronics: Circuit, Devices and Applictions, 3 rd ed., Pearson, New-Jersey, 2004.

 Dubey, G.K., Fundamentals of Electric Drives, 2 nd Science Int. Ltd., UK, 2001.

ed., Alpha  Nik Idris, N. R., Short Course Notes on Electrical Drives, UNITEN/UTM, 2008.

 Ahmad Azli, N., Short Course Notes on Electrical Drives, UNITEN/UTM, 2008.

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