Dynamic Response of grid Connected Wind Turbine with DFIG during

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Chalmers University of Technology
Dynamic Response of grid
Connected Wind Turbine with
DFIG during Disturbances
Abram Perdana, Ola Carlson
Dept. of Electric Power Engineering
Chalmers University of Technology
Jonas Persson
Dept. of Electrical Engineering
Royal Institute of Technology
Chalmers University of Technology
Contents of Presentation
1. Background & objectives
2. Model of WT with DFIG
3. Simulation
a. Fault and no protection action
b. Fault in super-synchronous operation +
protection action
c. Fault in sub-synchronous operation + protection
action
4. Effect of saturation
5. Conclusions
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Background
DFIG accounts for 50% of
market share
Objectives
Presentation of DFIG’s
behavior during grid
disturbances in different
cases
Tightened grid connection
requirements  immunity of
DFIG to external faults is
becoming an issue
Possibilities and constraints
for designing fault ride
through strategy  safe for
both WT and the grid
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Model Structure
vwind
g
Tm
Induction
generator
model
Drive-train
model
t
igen
u gen
The grid
model
Te
ur
Turbine
model

Pitch
controller
model
Rotor-side
converter
fault
signal
uinf
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Generator Model
Rotor Side Converter Controller
Wound rotor induction generator
u s  rs  i s 
u r  rr  i r 
 
ds
 j a s
dt
 
dr
 j a  r   r
dt
Active power controller
Pref
Teref
Pref
r
r

Teref  Ls
u s  Lm
irqref
us
Saturation
Reactive power controller
u sref
Qsref
-
+
us
irdref
-
+
Qs
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Turbine Model
pitch angle
tip-speed ratio
Pitch Controller
*
t
1

s
t*
max=90
min=0
max=90
min=0
rate limit
7 deg/sec
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Drive-train Model
2H g
2H t
d g
dt
 Tg  K s  tg  Ds  t   g 
d t
 Tt  K s  tg  Ds   t   g 
dt
Grid Model
0.027+j0.164 pu
Fault
100 ms
DFIG
Pgen = 2 MW (1 pu)
0.027+j0.164 pu
Rfault
Infinite
Bus
Vinf = 1
0o pu
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Case 1: Small disturbance, no protection action
0.027+j0.164 pu
Fault
100 ms
DFIG
Pgen = 2 MW (1 pu)
0.027+j0.164 pu
Rfault
Infinite
Bus
Vinf = 1
Rfault = 0.05 pu
Avg. wind speed = 7.5 m/s
0o pu
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Case 1: Small disturbance, no protection action
stator current
rotor current
terminal voltage
active &
reactive power
turbine &
generator speed
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Case 2: Protection action during super-synchronous speed
0.027+j0.164 pu
Fault
100 ms
DFIG
Pgen = 2 MW (1 pu)
0.027+j0.164 pu
Rfault
Infinite
Bus
Vinf = 1
Rfault = 0.01 pu
Avg. wind speed = 11 m/s
0o pu
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Case 2: Protection action during super-synchronous speed
Sequence:
A. Fault occurs
B. If ir > 1.5 pu:
converter is blocked &
rotor is short-circuited
C. Generator is disconnected
D. Fault is cleared
ir
rotor
circuit
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Case 2: Protection action during super-synchronous speed
terminal voltage
stator current
Insertion of external rotor resistance
active power
reactive power
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Case 2: Protection action during super-synchronous speed
no disconnection
generator & turbine speed
disconnection + acting of pitch angle
generator & turbine speed
pitch angle
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Case 3: Protection action during sub-synchronous speed
0.027+j0.164 pu
Fault
100 ms
DFIG
Pgen = 2 MW (1 pu)
0.027+j0.164 pu
Rfault
Infinite
Bus
Vinf = 1
Rfault = 0.01 pu
Avg. wind speed = 9 m/s
0o pu
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Case 3: Protection action during sub-synchronous speed
terminal voltage
stator current
turbine &
generator speed
active power
reactive power
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Effect of Saturation in
the Model
stator current
saturation
curve
rotor current
Conclusions
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• DFIG provides a better terminal voltage recovery compared
to SCIG during (small) disturbance when no converter
blocking occurs,
• for severe voltage dips DFIG will be disconnected from the
grid (with conventional strategy)
– converter blocking during super-synchronous operation
causes high reactive power consumption,
– converter blocking during sub-synchronous operation causes
high reactive and active power absorption and abrupt change
of rotor speed
• Saturation model predicts higher value of stator & rotor
currents, therefore it is important to include in designing
protection
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