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Zuhusna Adilla Binti Ibrahim
B011110121
Supervisor : Encik Mohamad Fani bin Sulaima
Distribution Network Reconfiguration (DNR) Using
Improved Artificial Bee Colony (IABC) For Energy Saving
1
Motivation
In Malaysia, the growing industrialization and increasing standard of living has
considerably increased the usage of energy.
The increasing demand of the electrical energy is quietly related to the power
demand.
In order to cope the demand of the electricity, the distribution system has
become more complex and causing power loss always occurred while distributing
the electric.
To reduce the power loss, the network distribution system needs to be
reconfigured.
2
• The demand for the electricity is rising due to the
increasing population group.
• The distribution system has become more complex.
• The current drawn increasing during the distribution of
electricity which lead to the instability.
• As the system unstable, the power losses will occur.
Problem Statements
3
Research Background
Power System
Generation Transmission Distribution
LoopMeshRadial
DNR
Act of
opening and
closing
switches
Easy to analyze
and isolate fault
4
Research Background
Optimization Technique
Heuristic Artificial Intelligence
ABCGAANN
Works by
mimicking bee
behavior of
finding food
source
Optimal
Flow
Pattern
(OFP)
Branch
Exchange
Method
(BEM)
5
6
Scope
7
Previous Work
Author Project Title Method Used Description Comment
R.J Safri, M.M.A
Salama, A.Y
Chikhani
Distribution
System
Reconfiguration
for Loss
Reduction : A
New Algorithm
based on a set
of Quantified
Heuristic Rules
Quantified
Heuristic Rules
 Aim to reduce
power losses
 The method
serves as pre-
processor by
removing the
undesirable
switching
 Does not
perform the
complex
analysis load
flow.
 This
proposed
method does
not perform
the load flow
analysis
 A new
artificial
intelligence
technique is
proposed
8
Author Project Title Method
Used
Description Comment
S. Ganesh Network
Reconfiguration of
Distribution
System Using
Artificial Bee
Colony Algorithm
ABC
algorithm
technique
 Aim to minimize
power losses
 The ABC is tested
on the 33-bus
system
 Compared with
Refined Generic
Algorithm (RGA)
and Tabu Search
Algorithm (TSA)
 ABC has the best
performance in
minimizing power
losses.
 Does not
apply the
improved
ABC
algorithm
 Does not
improve the
voltage
profile
9
Author Project Title Method
Used
Description Comment
M.
Assadian,
M.M
Farsangi,
Hossein
GCPSO in
cooperation with
graph theory to
distribution
network
reconfiguration
for energy
saving
Guaranteed
Convergence
Particle
Swarm
Optimization
(GCPSO)
and Particle
Swarm
Optimization
(PSO)
 Objectives are to
reduce power loss
and enhancement
of voltage profile
 Compared with
applied GA +
GCPSO
 Results show that
the GA and
GCPSO are better
than conventional
PSO in term of
energy saving.
 The paper
does not
show the cost
saving
 The
proposed
method does
not show the
value of
energy
saved.
10
METHODOLOGY
11
Methodology
Start
Initialization Phase
Employed Bee Phase
Onlooker Bee Phase
Scout Bee Phase
Memorize the best solution
Exceed
maximum
cycle?
Stop
No
Yes
Flowchart of ABC
12
Improved Artificial Bee Colony (IABC) Technique
• Inspired by the improved strategies of Particle Swarm Optimization (PSO)
• An inertial weight w inspired by PSO evolution equation and its improving
strategies are added.
• The benefits of using this technique are:
 Maximize the exploitation capacity
 Balanced the exploitation and exploration phase
13
Start
Initialization Phase
Employed Bee Phase
(Weight is added here)
Onlooker Bee Phase
Scout Bee Phase
Memorize the best solution
Exceed
maximum
cycle?
Stop
No
Yes
Flowchart of IABC
14
Energy Saving Formulation
15
RESULTS AND
DISCUSSION
16
Test System
Analysis
17
• In this system, the 33-bus initial
configuration are consists of:
• 1 feeder, 32 normally closed tie
line and 5 normally open tie
lines.
• The normally open tie lines are
represented by 33, 34, 35, 36
and 37 branches.
Sectionalizing Switch
Tie Switch
Figure 1: IEEE 33-bus radial original network configuration
Test System Analysis
18
• The IABC algorithm is tested on 33-bus
network system for 30 times.
• From the 30 run times, only 12 of them
are radial.
• The best combination of switches that
has been chosen is at 20 because
value of power loss at this 20th
running
times is the lowest which is 107.1 kW
and has the fastest computational time
(1222.6623s).
• The best combination switches are
opened at S31, S6, S21, S13 and, S37
Test System Analysis
19
Figure 4.2: The Power Loss after IABC Network Reconfiguration
20
Power Losses
21
Test System Analysis
Figure 5.1: Power Loss (kW) Comparison between the Network Reconfiguration
22
Figure 5.2: Loss Reduction Comparison between the Network Reconfiguration
23
Voltage Profile
24
Figure 4.5: Voltage Profile of the Three Network Reconfiguration System
25
Energy Saving &
Cost Saving
26
Company SAIDI (Minute)
2008 2009 2010 2011 2012 2013
TNB 68.31 56.72 88.1 63.25 49.30 56.20
Data from SAIDI (TNB)
Table 4.3: The Average SAIDI data in Peninsular Malaysia [22]
Region Electricity Average Selling Price
(sen/kWh)
Peninsular Malaysia 33.88
Table 4.4: The Electricity Average Selling Price (sen/kWh) [22]
27
Energy Saving
Network
Reconfiguration
Initial Network ABC IABC
Total Power Loss
(kW)
202.71 134.26 107.10
Energy (kWh) 4 833.82 3201.56 2553.90
Total loss Cost for
one day (RM)
1 637.70 1084.69 865.26
Table 5.2: The total energy and total cost loss in one day
28
Total Cost Loss
Figure 5.3: The Monthly Cost Loss of the Network Reconfiguration
29
Figure 5.4: Total Cost Loss for a Year
Total Cost Loss
30
Conclusion
• IABC algorithm technique has shown a good performance in minimizing the
power loss when it is compared to the ABC and other optimization method
• Succeeded in reducing the energy losses in the distribution network system
• The objectives of this study have been achieved successfully
31
Recommendation
• Tested on 14-kV and 69-kV IEEE test bus system in
order to get better outcomes and analysis.
• To consider the Distribution Generators (DGs) in the
future.
• To consider the power quality.
32
References
[1] R.J Safri, M.M.A Salama and A.Y Chickani, “Distribution system reconfiguration for
loss reduction: a new algorithm based on a set of quantified heuristic rules”, Proceedings
of Electrical and Computer Engineering, Vol. 1, Canada , pp. 125-130,1994.
[2] S. Ganesh, “Network Reconfiguration of Distribution System Using Artificial Bee
Colony Algorithm”, International Journal of Electrical, Robotics, Electronics and
Communication Engineering, Vol.8, No. 2, pp. 403-409, 2014.
[3] M. Assadian, M. M. Farsangi, Hossein Nezamabadi, “GCPSO in cooperation with
graph theory to distribution network reconfiguration for energy saving”, Energy
Conversion and Management vol. 51,pp. 418-417, 2010.
[22] Suruhanjaya Tenaga, Performance and Statistical Information on Electricity Supply
Industry in Malaysia, pp. 22-24, 2013.
[14] M. Rohani, H. Tabatabaee & A. Rohani, “Reconfiguration Optimization for Loss
reduction in Distribution Networks using Hybrid PSO Algorithm and Fuzzy Logic”,
MAGNT Research Report, Vol. 2(5), pp. 903-911, 2011
33
34

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  • 1. Zuhusna Adilla Binti Ibrahim B011110121 Supervisor : Encik Mohamad Fani bin Sulaima Distribution Network Reconfiguration (DNR) Using Improved Artificial Bee Colony (IABC) For Energy Saving 1
  • 2. Motivation In Malaysia, the growing industrialization and increasing standard of living has considerably increased the usage of energy. The increasing demand of the electrical energy is quietly related to the power demand. In order to cope the demand of the electricity, the distribution system has become more complex and causing power loss always occurred while distributing the electric. To reduce the power loss, the network distribution system needs to be reconfigured. 2
  • 3. • The demand for the electricity is rising due to the increasing population group. • The distribution system has become more complex. • The current drawn increasing during the distribution of electricity which lead to the instability. • As the system unstable, the power losses will occur. Problem Statements 3
  • 4. Research Background Power System Generation Transmission Distribution LoopMeshRadial DNR Act of opening and closing switches Easy to analyze and isolate fault 4
  • 5. Research Background Optimization Technique Heuristic Artificial Intelligence ABCGAANN Works by mimicking bee behavior of finding food source Optimal Flow Pattern (OFP) Branch Exchange Method (BEM) 5
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  • 8. Previous Work Author Project Title Method Used Description Comment R.J Safri, M.M.A Salama, A.Y Chikhani Distribution System Reconfiguration for Loss Reduction : A New Algorithm based on a set of Quantified Heuristic Rules Quantified Heuristic Rules  Aim to reduce power losses  The method serves as pre- processor by removing the undesirable switching  Does not perform the complex analysis load flow.  This proposed method does not perform the load flow analysis  A new artificial intelligence technique is proposed 8
  • 9. Author Project Title Method Used Description Comment S. Ganesh Network Reconfiguration of Distribution System Using Artificial Bee Colony Algorithm ABC algorithm technique  Aim to minimize power losses  The ABC is tested on the 33-bus system  Compared with Refined Generic Algorithm (RGA) and Tabu Search Algorithm (TSA)  ABC has the best performance in minimizing power losses.  Does not apply the improved ABC algorithm  Does not improve the voltage profile 9
  • 10. Author Project Title Method Used Description Comment M. Assadian, M.M Farsangi, Hossein GCPSO in cooperation with graph theory to distribution network reconfiguration for energy saving Guaranteed Convergence Particle Swarm Optimization (GCPSO) and Particle Swarm Optimization (PSO)  Objectives are to reduce power loss and enhancement of voltage profile  Compared with applied GA + GCPSO  Results show that the GA and GCPSO are better than conventional PSO in term of energy saving.  The paper does not show the cost saving  The proposed method does not show the value of energy saved. 10
  • 12. Methodology Start Initialization Phase Employed Bee Phase Onlooker Bee Phase Scout Bee Phase Memorize the best solution Exceed maximum cycle? Stop No Yes Flowchart of ABC 12
  • 13. Improved Artificial Bee Colony (IABC) Technique • Inspired by the improved strategies of Particle Swarm Optimization (PSO) • An inertial weight w inspired by PSO evolution equation and its improving strategies are added. • The benefits of using this technique are:  Maximize the exploitation capacity  Balanced the exploitation and exploration phase 13
  • 14. Start Initialization Phase Employed Bee Phase (Weight is added here) Onlooker Bee Phase Scout Bee Phase Memorize the best solution Exceed maximum cycle? Stop No Yes Flowchart of IABC 14
  • 18. • In this system, the 33-bus initial configuration are consists of: • 1 feeder, 32 normally closed tie line and 5 normally open tie lines. • The normally open tie lines are represented by 33, 34, 35, 36 and 37 branches. Sectionalizing Switch Tie Switch Figure 1: IEEE 33-bus radial original network configuration Test System Analysis 18
  • 19. • The IABC algorithm is tested on 33-bus network system for 30 times. • From the 30 run times, only 12 of them are radial. • The best combination of switches that has been chosen is at 20 because value of power loss at this 20th running times is the lowest which is 107.1 kW and has the fastest computational time (1222.6623s). • The best combination switches are opened at S31, S6, S21, S13 and, S37 Test System Analysis 19
  • 20. Figure 4.2: The Power Loss after IABC Network Reconfiguration 20
  • 22. Test System Analysis Figure 5.1: Power Loss (kW) Comparison between the Network Reconfiguration 22
  • 23. Figure 5.2: Loss Reduction Comparison between the Network Reconfiguration 23
  • 25. Figure 4.5: Voltage Profile of the Three Network Reconfiguration System 25
  • 26. Energy Saving & Cost Saving 26
  • 27. Company SAIDI (Minute) 2008 2009 2010 2011 2012 2013 TNB 68.31 56.72 88.1 63.25 49.30 56.20 Data from SAIDI (TNB) Table 4.3: The Average SAIDI data in Peninsular Malaysia [22] Region Electricity Average Selling Price (sen/kWh) Peninsular Malaysia 33.88 Table 4.4: The Electricity Average Selling Price (sen/kWh) [22] 27
  • 28. Energy Saving Network Reconfiguration Initial Network ABC IABC Total Power Loss (kW) 202.71 134.26 107.10 Energy (kWh) 4 833.82 3201.56 2553.90 Total loss Cost for one day (RM) 1 637.70 1084.69 865.26 Table 5.2: The total energy and total cost loss in one day 28
  • 29. Total Cost Loss Figure 5.3: The Monthly Cost Loss of the Network Reconfiguration 29
  • 30. Figure 5.4: Total Cost Loss for a Year Total Cost Loss 30
  • 31. Conclusion • IABC algorithm technique has shown a good performance in minimizing the power loss when it is compared to the ABC and other optimization method • Succeeded in reducing the energy losses in the distribution network system • The objectives of this study have been achieved successfully 31
  • 32. Recommendation • Tested on 14-kV and 69-kV IEEE test bus system in order to get better outcomes and analysis. • To consider the Distribution Generators (DGs) in the future. • To consider the power quality. 32
  • 33. References [1] R.J Safri, M.M.A Salama and A.Y Chickani, “Distribution system reconfiguration for loss reduction: a new algorithm based on a set of quantified heuristic rules”, Proceedings of Electrical and Computer Engineering, Vol. 1, Canada , pp. 125-130,1994. [2] S. Ganesh, “Network Reconfiguration of Distribution System Using Artificial Bee Colony Algorithm”, International Journal of Electrical, Robotics, Electronics and Communication Engineering, Vol.8, No. 2, pp. 403-409, 2014. [3] M. Assadian, M. M. Farsangi, Hossein Nezamabadi, “GCPSO in cooperation with graph theory to distribution network reconfiguration for energy saving”, Energy Conversion and Management vol. 51,pp. 418-417, 2010. [22] Suruhanjaya Tenaga, Performance and Statistical Information on Electricity Supply Industry in Malaysia, pp. 22-24, 2013. [14] M. Rohani, H. Tabatabaee & A. Rohani, “Reconfiguration Optimization for Loss reduction in Distribution Networks using Hybrid PSO Algorithm and Fuzzy Logic”, MAGNT Research Report, Vol. 2(5), pp. 903-911, 2011 33
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