Download Distributed Generation Control Methodologies and Network

Survey
yes no Was this document useful for you?
   Thank you for your participation!

* Your assessment is very important for improving the workof artificial intelligence, which forms the content of this project

Document related concepts
no text concepts found
Transcript
Distributed Generation Control
Methodologies and Network
Reconfiguration:
Effects on Voltage Profile
A. AGUSTONI, M. BRENNA, R. FARANDA, E. TIRONI
Dipartimento di Elettrotecnica
Politecnico di Milano, Milan, Italy
Politecnico di Milano
Dipartimento di Elettrotecnica
G. SIMIOLI
CESI
Milan, Italy
Clemson, March 13, 2002
Distribution test network
B
L01
L12
L23
1
HV
Network
2
3
HV/MV
Transformer
A
Load 1
Load 2
G
~
Load 3
G
~
DG1
G
~
DG2
DG3
0
C
L04
L45
L56
4
Load 4
Politecnico di Milano
Dipartimento di Elettrotecnica
5
Load 5
6
Load 6
Clemson, March 13, 2002
Voltage Profile in MV
Distribution Network
These figures show the voltage
diagrams along a 20 kV line in
the absence and in the presence
of a regulation system. The use
of ULTC (Under-Load-TapChangers) at the primary substation greatly improves the
trend along the time axis, but
the voltage drop along the line
remains almost the same.
Politecnico di Milano
Dipartimento di Elettrotecnica
Clemson, March 13, 2002
Costant Power Factor Control
of Distributed Generation
We have limited to ±4% the, voltage drop:
Load
Generator
VLk 
 n

 n

k 

 r  Li    Pj   x  Li    Q j  
 j i 
 j i

i 1 




V2
Results
Vk  VLk  VGkh  k   kh
Politecnico di Milano
Dipartimento di Elettrotecnica
 k
VGkh  
min  h , k 

 r  Li  PG  x  Li QG 
i 1
V2
  kh
Objective function
min h  max k k   kh

Clemson, March 13, 2002
Costant Power Factor Control
of Distributed Generation
Table shows the maximum
voltage drop at any node k in
the course of one day as a
function of a 5 MW generator's
position.
The
space-time
diagram of the voltage along the
line shows how the generator
and the UTLC at the primary
sub-station can improve the
voltage profiles (surface more
flat).
Politecnico di Milano
Dipartimento di Elettrotecnica
Pos
Node
1
1
0.0055
2
3
0.0055
0,0055
2
0.0196
–0.0084 –0.0084
3
0.0266
0.0110
–0.0195
Clemson, March 13, 2002
Constant Voltage Control of
Distributed Generation
Condition
h   hh   h
Generator Reactive Power

 n


 n
 
2
r

L

P

P

x

L

Q

V
 h











i
j
G
i
j
i 1 
  j i 

 j i  


h
x   Li
h
QGhT
i 1
Politecnico di Milano
Dipartimento di Elettrotecnica
Clemson, March 13, 2002
Constant Voltage Control of
Distributed Generation
To keep the rated voltage at the node
where a 5 MW DG is inserted h = 0
corresponds. By carrying out the
procedure described we obtain the
results in table. The graph shows
that constant voltage control further
improves the voltage profiles along
the line, but that, especially with
changes in the load, it maintains the
voltage most stable at the node
where the generator is inserted.
Politecnico di Milano
Dipartimento di Elettrotecnica
Pos
1
2
3
1
0
0.0035
0.0035
2
0.0141
0.0071
0.0071
3
0.0212
0
0
QG [Mvar]
4.4049
3.1803
1.9557
Node
Clemson, March 13, 2002
Network reconfiguration
B
L01
L12
L23
1
HV
Network
2
3
HV/MV
Transformer
A
Load 1
Load 2
G
~
Load 3
G
~
DG1
G
~
DG2
DG3
0
L36
C
L04
L45
4
Load 4
Politecnico di Milano
Dipartimento di Elettrotecnica
L56
5
Load 5
6
Load 6
Clemson, March 13, 2002
Network reconfiguration
B
L01
L12
L23
1
HV
Network
2
3
HV/MV
Transformer
A
Load 1
Load 2
G
~
G
~
DG1
Load 3
G
~
DG2
DG3
0
L36
C
L04
L45
4
Load 4
Politecnico di Milano
Dipartimento di Elettrotecnica
5
Load 5
6
Load 6
Clemson, March 13, 2002
Network reconfiguration
B
L01
L12
L23
1
HV
Network
2
3
HV/MV
Transformer
A
Load 1
G
~
Load 2
Load 3
G
~
DG1
G
~
DG2
DG3
0
L36
C
L04
L56
4
Load 4
Politecnico di Milano
Dipartimento di Elettrotecnica
5
Load 5
6
Load 6
Clemson, March 13, 2002
Network reconfiguration
B
L01
L12
L23
1
HV
Network
2
3
HV/MV
Transformer
A
Load 1
Load 2
G
~
Load 3
G
~
DG1
G
~
DG2
DG3
0
L36
L45
L56
4
Load 4
Politecnico di Milano
Dipartimento di Elettrotecnica
5
Load 5
6
Load 6
Clemson, March 13, 2002
Network reconfiguration
We want to insert in 3 two 5 MW groups
with a power factor of 0.9; that is, with
total power exceeding the line's total
load, but such as not to overload the line.
The power flow has now been inverted,
and the voltage at the end of L1 is
consequently greater than at the
beginning that are unacceptable for the
proper operation of the electric power
system. By operating a network
reconfiguration the optimal network
configuration, that is the one that
minimizes voltage variations at the
nodes, is the one that involves shifting
loads 5 and 6 from line L2 to line L1.
Politecnico di Milano
Dipartimento di Elettrotecnica
Clemson, March 13, 2002
Conclusion
• The introduction of generators into distribution networks,
built and operated in such a way that they are passive, alters
the power flows and consequently the voltage profiles.
• It has been pointed out that the correct positioning of the
generators may lead to an improvement in the voltage
profiles, both in terms of space (along the line) and in terms of
time (with variations in absorption). In the second case, a
decisive factor is the type of generator control: indeed, as we
have seen, constant voltage control greatly reduces the voltage
variations during the day, but is generally speaking more
expensive to operate than constant power factor control. How
economical it is will therefore depend on the sensitivity of the
loads to voltage variations.
Politecnico di Milano
Dipartimento di Elettrotecnica
Clemson, March 13, 2002
Conclusion
• Should it not be possible to select the position in which to
insert the generator, overvoltages may occur at the point of
insertion of the generator. In such an event, the problem can
be solved by suitable reconfiguration of the network and
more uniform redistribution of the power flows.
• If adequate reconfiguration of the network were not possible,
it would be necessary to reduce the maximum injectable
power of the generator, or else to adapt line L1 to the new
requirements.
Politecnico di Milano
Dipartimento di Elettrotecnica
Clemson, March 13, 2002