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CONGESTION MANAGEMENT USING SVC UNDER
DEREGULATED POWER SYSTEM
PL. Somasundaram1 , V.Jayakumar2, K.Sundararaju3
Department of Electrical and Electronics Engineering
M. Kumarasamy College of Engineering, Karur-639 113, Tamilnadu, India. 1Corresponding author mail id: [email protected],
Abstract -
Congestion management is one of the technical challenges in a deregulated power
system. Two types of methodologies used in congestion management are cost-free and
non-cost free methods. In this project the congestion has relived by using cost-free methods
considering FACTS device. The FACTS device such as Static VAR Compensator has
proposed to improve the voltage profile. The WSCC-9 bus system was taken as test system
and it was built and analyzed using MATLAB-Power System Analysis Toolbox software.
The SVC was located at the each buses in WSCC 9 bus system and the Load flow has run
for each SVC locations to identify the optimal location of SVC. Based on this result bus
Number 5 was identified as the best location for SVC. Congestion has created manually by
adding wheeling transaction and contingency condition in separate cases. The performance
analysis has been compared for these cases with and without SVC. The result shows that
the proposed approach has the capability to improve the voltage profile of the power
system network.
Key Words: Congestion, Wheeling Transaction, Contingency, SVC, WSCC-9 Bus System,
Power System Analysis Toolbox
1. INTRODUCTION
Deregulated Environment is the Competitive Market along with the Customers. There
are many choices available for the Customers to get Electrical Energy. In Deregulated
power market the generation, Transmission and distribution are Unbundled so it is called
Horizontally unbundled system. The Generators are in the Generating companies Which
generate and supply Electrical energy to the Transmission Company. The Transmission
company transmit power to the Distribution company through the transmission components
like transmission lines and compensating devices. The distribution company controls the
operation of distribution system and supply energy to the customers. The Independent
System Operator (ISO) Collects the Bids of the buyer and seller and matches the buyer and
seller according to their bids. The condition of overload occur in the power system is
called congestion which affect the operation of the Deregulated power system. The
Congestion has caused by contingency condition and wheeling transactions.
The FACTs Devices were used to remove Congestion. The FACTS is the power
International Journal of Pure and Applied MathematicsVolume 118 No. 20 2018, 2307-2317ISSN: 1314-3395 (on-line version)url: http://www.ijpam.euSpecial Issue ijpam.eu
2307
electronics based device which control the Power Flow in fast manner. The FACTS device
controls the series and shunt impedance, Phase angle (δ), Voltage, Current and damping of
oscillations in case of Violations in frequency from the rated frequency. There are different
types of FACTS devices Series, Shunt and combination of Series and Shunt devices. In this
paper the Shunt Compensating device Static VAR Compensator (SVC) is used to improve
the Voltage Profile in case of Congestion created by Wheeling Transaction and
Contingency condition. The Optimal location of SVC in the WSCC-9 Bus system to
improve the Voltage Profile has identified based on the Real Power Losses. The simulations
are done using PSAT (Power System Analysis Toolbox) software. PSAT is the MATLAB
based toolbox employed for controlling and analyzing the power system.
2. WHEELING TRANSACTION
The use of some parties transmission system for the benefit of other parties is called as
wheeling transaction. The parties denotes both utility and non utility organizations.
Wheeling Transaction
There are two types of wheeling transactions involved in wheeling transaction. They are,
Bilateral Transaction
Multilateral Transaction
The Wheeling transaction established between two parties in deregulated power system
environment to sell and buy Electrical Energy is called as Bilateral Transaction.
Multiple parties involves in Wheeling Transaction for selling and buying of electrical
energy is called as multilateral transaction. The multilateral transactions based on bilateral
transactions among market participants.
3. CONTINGENCY ANALYSIS
The Unpredictable events in the Power system operations are termed as Contingency.
Contingency in Power System leads to instability of entire Power System and affects the
Reliability, Security and Continuity. The contingency analysis has done by opening of
following devices to create congestion,
Generator Outage
Transformer Outage
Transmission Line Outage
4. LOAD FLOW METHODS
The study of various solution methods to power system network is called as power flow
study. The solution gives the voltages at different buses, power flowing indifferent lines and
line losses. The details derived from a power flow study is magnitude and phase angle of
International Journal of Pure and Applied Mathematics Special Issue
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voltages, real and reactive power flowing in each line and the line losses. The following
methods are useful to find the solution for load flow problem,
Gauss-Seidel method
Newton Raphson method
Fast Decoupled method
Among the above methods the N-R method gives the most accurate solution and the
number of iterations used for this method is less. So N-R method has mostly preferred for
Load Flow Solutions.
The flow chart for the N-R method has given below.
5. Static VAR Compensator
Determine the
largest of |ΔVp|2
If Δ
VP<ε
0
Evaluate bus
and load
power
E
n
d
Determine
Jacobian matrix
Calculate Δepk
& Δfpk
epk+1=ep
k+Δe
pk
fpk+1=fp
k+Δfp
k
Advance
iteration
count
K=K+1
Is
Qp<Qp
min
Check
PV Bus
Is
QP>Qp
max Advance Bus
count p=p+1
Check
p≥n
Set
QpK=Q
Pmin
Set
QpK=QP
max
Evaluate
Δ
Qpk=Qps-
Qpk
Evaluate
|ΔVP2|=|Vps|
2-|Vp|2
Set bus count
p=2
Calculate PP and QP
PP= p(eqGpq+fqBpq)+fp(fqGpq-eqBpq)},
QP= p(eqGpq+fqBpq)+ep(fqGpq-eqBpq)} Evaluate
ΔPpk=Pspec-Pp
k
S
t
a
r
t
Read load flow data and
form Y bus matrix
Set convergence= ε0
Assume initial bus voltage Vp=1+0j
for p=2, 3,..n V1=a+0j
Set
K=0
International Journal of Pure and Applied Mathematics Special Issue
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A static VAR compensator is a parallel combination of controlled reactor and fixed shunt
capacitor shown in the figure below. The thyristor switch assembly in the SVC controls the
reactor. The firing angle of the thyristor controls the voltage across the inductor and thus the
current flowing through the inductor. In this way, the reactive power draw by the inductor
can be controlled.
Fig. Static VAR Compensator
The SVC is capable of step less adjustment of reactive power over an unlimited range
without any time delay. It improves the system stability, system power factor and it improves
the voltage magnitude of the system.
6. WSCC-9 BUS SYSTEM
This WSCC 3 Machines, 9 Bus Test Case (known as P.M Anderson 9 Bus).
Western System Coordinating Council (WSCC) to an equivalent system with nine buses
and three generators. WSCC 9 bus system has three generators, three transformers, six
transmission lines and three load buses as shown in Fig.
International Journal of Pure and Applied Mathematics Special Issue
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7. SIMULATION RESULTS AND DISCUSSION
CASE 1: IDENTIFICATION OF BEST LOCATION OF SVC
In Case 1 the best location of SVC has identified by connecting SVC at different buses
and the load flow has run for each SVC location. By considering the real power losses the
bus no.5 has identified as the best location of SVC . The real power losses at different
locations of SVC are listed in the below table.
Table Optimal Location of SVC
SVC at Bus
No
Real Power Loss in
MW
5 4.497
8 4.5871
6 4.6182
2 4.641
3 4.641
4 4.6424
7 4.6473
9 4.6803
CASE 2: BASE CASE
Table Comparison of Base Case voltage in KV
Bus No Without SVC With SVC
1 17.16 17.16
2 18.45 18.45
3 14.15 14.15
4 235.93 238.47
5 228.99 235.75
6 232.91 234.91
7 235.93 237.61
8 233.65 234.99
9 237.44 238.21
From the Base case Power flow result with and without SVC the voltage magnitude
comparison has done. From the above result it was identified that the voltage profile has
improved by using SVC at bus 5.
International Journal of Pure and Applied Mathematics Special Issue
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CASE 3: BILATRAL TRANSACTION
Table Bilateral Transaction
From Bus To Bus Amount of
Transaction in MW
5 6 20
The Bilateral Transaction has done bus number 5 and 6 which has given in the
above Table.
Table Bilateral Transaction Voltage Profile comparison
Bus No Voltage Profile in KV
Without SVC With SVC
1 17.16 17.16
2 18.45 18.45
3 14.14 14.15
4 235.95 238.28
5 229.55 235.75
6 232.17 234.02
7 236.01 237.56
8 233.63 234.86
9 237.31 238.02
In case of Bilateral Transaction between the buses 5& 6 the voltage profile has reduced as
shown in above Table.
CASE 4: MULTILATERAL TRANSACTION
Table Multilateral Transaction
From
Bus To Bus
Amount of
Transaction in
MW
Total
Transaction
in MW
5 8 12.5
25 6 12.5
The Multilateral Transaction has done between the buses 5,6&8. 25MW was removed from
Bus 5 and it was injected into Bus 8&6 as 12.5MW each.
The Multilateral transaction creates congestion in the system and voltage get reduced
as shown in below Table 8.6 and it also increased by using SVC.
International Journal of Pure and Applied Mathematics Special Issue
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Table 8.6 Comparison of Multilateral Transaction voltage profile
Bus No
Voltage Profile in KV
Without
SVC With SVC
1 17.16 17.16
2 18.45 18.45
3 14.15 14.15
4 236.21 238.38
5 229.99 235.75
6 232.69 234.41
7 236.01 237.45
8 233.45 234.6
9 237.33 237.99
Fig Comparison of Real Power Losses in Wheeling Transaction
The real power loss in case of wheeling transaction with SVC has reduced as shown in
above fig.
CASE 5: OUTAGING OF TRANSFORMER BETWEEN BUS 3&9
Table Voltage Profile for transformer between Bus 3&9 outage
Bus No Voltage Profile in KV
Without SVC With SVC
1 17.16 17.16
2 18.45 18.45
3 0 0
4 237.11 239.2
5 230.64 235.75
6 234.61 236.75
7 236.42 237.98
8 234.36 236.15
9 238.86 240.81
International Journal of Pure and Applied Mathematics Special Issue
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Table Real Power Loss in case of Transformer Outage
Transformer
Outage Without
SVC
With
SVC From
Bus To Bus
3 9 3.6285 3.4972
2 7 4.4347 4.3894
CASE 6: OUTAGE OF TRANSMISSION LINE BETWEEN BUS 5&7
Table Contingency Ranking for Transmission Line Outage
Transmission Line
Outage
With SVC
Real
Power
Loss in
MW
Contingency
Ranking From
Bus To Bus
5 7 12.7037 1
7 8 11.3954 2
6 9 8.9503 3
4 5 6.691 4
4 6 6 5
8 9 5.2441 6
The above Table shows the Contingency Ranking of the Transmission lines based on the
real power losses in case of transmission line outage. The transmission line between the
Buses 5&7 has higher losses than others.
CASE: 7 OUTAGE OF GENERATOR at BUS 3
Table Voltage Profile in case of Generator at Bus 3 Outage
Bus No Voltage Profile in KV
Without SVC With SVC
1 17.16 17.16
2 18.45 18.45
3 14.33 14.45
4 237.11 239.2
5 230.64 235.75
6 234.61 236.75
7 236.42 237.98
8 234.36 236.15
9 238.86 240.81
International Journal of Pure and Applied Mathematics Special Issue
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Table Real Power Loss in case of Generator Outage
Generator
Outage Without SVC With SVC
2 4.4347 4.1725
3 3.6285 3.4972
From the above table it has identified that the voltage profile and the real power losses has
reduced in case of generator outage and this has improved using SVC at bus 5.
8. CONCLUSION
This project has proposed the cost free congestion management method required for
smooth operation of deregulated power system. The cost free method using SVC gives the
remedy for congestion by enhancing the voltage profile. The WSCC-9 bus system was
taken as test system and it was built using MATLAB-PSAT software. The power flow has
run for base case without SVC. The SVC was connected to each load buses in the WSCC-9
bus system and the load flow has run for each cases to find the optimal location of SVC.
The congestion has created by Wheeling transaction and Contingency condition in separate
cases. The Load Flow has run for these cases with and without SVC. From the comparative
power flow analysis of with and without SVC, it can be concluded that the SVC has given
the best result by improving the voltage profile in case of wheeling transaction and
contingency condition.
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