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Journal of Energy Technologies and Policy                                                             www.iiste.org
ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online)
Vol.2, No.3, 2012



Modeling and Control of Power Converter for Doubly Fed Induction
       Generator Wind Turbines using Soft Computing Techniques
                                               C.Ebbie Selva Kumar
                                 Ph.D Scholar, Karuna University, Coimbatore, India.
                                           e_mail:ebbieve@gmail.co.in

                                                    V.Jegathesan
                                  Professor of Electrical & Electronics Engineering,
                                       Karuna University,Coimbatore, India.

                                                  R.Eveline Pregitha
                           Assistant Professor, James College of Engineering & Technology,
                                                  TamilNadu, India.
Abstract:
This paper is based on Fuzzy Logic Controller (FLC) Control of Doubly Fed Induction Generator (DFIG) wind
turbine in a power system for nonlinear loads. By which the nonlinear system can be made to work as a linear system
to bring out better performance. . Fuzzy logic is a logical system which provides definite solution to solve problems.
It process with fuzzy variables which are defined by membership functions. The combined action of PI and FLC
controls the switching actions, distortion in harmonics and provide compensation for unbalanced load if any at the
point of common coupling. The proposed system consists of back to back connected converters, one is connected to
the generator side and the other is connected to the grid side. The grid side connected converter is used for
compensation ie, it act as an Active Power Filter (APF) and compensator hence the cost of using APF is reduced.
Reduced Total Harmonic Distortion (THD) is obtained by simulating (MATLAB/SIMULINK) the performance and
the result is found to be quite satisfactory.

Key Words:     Fuzzy Logic Controller, Harmonic Reduction, Power converter, Renewable Energy.

1.   INTRODUCTION

     The emission of fossil fuels has increased the effect of global warming and ozone depletion. To mitigate this
effect power can be generated from various renewable resources. Wind energy is one of the most economic sources
of energy for the production of electricity. Wind energy is economically viable renewable energy source today. The
machine which is used to convert kinetic energy in the wind to electrical energy is called as wind turbine. In
electrical power systems power quality distortion has become a serious problem due to the increase in number of
nonlinear loads. As the number of nonlinear loads increased, harmonics current is more significant generated by
these loads. These harmonics can lead different power system problems like distorted voltage waveforms,
malfunction in system protection, excessive currents, light flicker, overheating of equipment. To mitigate the
harmonic distortions, unbalanced voltage, voltage flickering, active power compensation, reactive power
compensation and transient conditions Active Power Filters are used which leads to more complexity of the system
and increased cost.
     Inspite of many control techniques Fuzzy Logic is a control system which is based on certain logical functions
and nearer to human thinking process. The advantage of Fuzzy Logic Controller over other controller is it does not
require mathematical model unlike other controllers used for linear systems. It can handle nonlinearity and can be of
more robust. When compared to PI controllers Fuzzy Logic system is more efficient for nonlinear networks i.e., it
minimizes harmonics and improves the quality of power. Adaptiveness cannot be achieved in the operation of fuzzy
logic. Difficulties in tuning the PI and NFC can be achieved by using NFC which act as a tuned estimator. The
proposed system is implemented with Variable Speed Wind Turbine (VSWT) which is more contrast than constant
speed wind turbine as the power extraction is less when compared to variable speed wind turbine, so the power
                                                         29
Journal of Energy Technologies and Policy                                                             www.iiste.org
ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online)
Vol.2, No.3, 2012


fluctuations can be avoided also maximum power can be obtained at variable speed condition. WECS is connected
directly to the grid and hence the power supply to the grid must be of balanced one as the grid should be maintained
at unity power factor, hence to provide grid synchronization. The use of Doubly Fed Induction Generator is more
advantage as the supply to the AC mains can be from both stator and rotor as the stator is connected to the AC mains
whereas rotor is connected to the control system which may be of PI and NFC. Normally PI controllers are suitable
for linear systems where as FLC is for nonlinear systems even though the distortion in harmonics is reduced for both
linear and nonlinear network by PI and FL controllers, the output of which is not much efficient when compared to
NF controller, which can be seen while comparing FL and NF controllers.
Figure 1 shows the block diagram of WECS, which consist of VSWT, DFIG, interconnections and FL controller.
IGBT is utilized as interconnections to control the power at unbalanced conditions. The converter which is connected
at the grid side is used for the compensation of real and reactive power flow hence the cost of using APF is reduced.
The power control is mainly done by power converters (IGBT). The switching loses obtained due to power
converters are controlled by Fuzzy Logic Controllers.




                                        Figure 1.   Block diagram of WECS

2.    DFIG WIND TURBINE
      Recently Doubly Fed Induction Generators are widely used in WECS because it is more suitable for the
operation under variable speed condition. The configuration of DFIG is shown in figure 1. In which the fast rotation
of the DFIG wind turbine is obtained as it is coupled with gearbox, which converts the slow rotation of the wind
turbine into fast rotation. Bothe the stator and rotor present in DFIG is connected to the AC mains and hence the
power can be injected to the grid by means of both stator and rotor. Stator is directly connected to the grid whereas
rotor is connected to the power converter (IGBT) which in turn connected to the grid. The advantage of using DFIG
is it extracts maximum power even at low wind speed by optimizing the wind turbine speed.

3.   SYSTEM IMPACT

 In normal system impacts are those which affect the performance of the system as a whole. It mainly depends on
wind power penetration level in the system. Stability, system dynamics, reactive power control, voltage control and
frequency control are the certain impacts on the power system. The voltage instability is mainly due to flicker which
causes voltage flickering. At any fault conditions acceleration takes place between the mechanical power extracted
from the wind and electrical power supplied to the grid. When the voltage restores more amount of reactive power is
consumed. The higher the wind power penetration, the increase in impacts on power system. To control these
impacts we go for controlling techniques both for linear and nonlinear systems. For linear systems PI controllers are
more suitable and for nonlinear network system Fuzzy Logic Controller is implemented to control under variable
speed and nonlinear loads.



                                                         30
Journal of Energy Technologies and Policy                                                                   www.iiste.org
ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online)
Vol.2, No.3, 2012


4.   FUZZY LOGIC CONTROL

Fuzzy Logic is based on logical functions. The concept of Fuzzy logic is derived from set theory. There are several
controllers which provide efficient control for linear systems. In case of nonlinear systems Fuzzy Logic Controllers
are used. Fuzzification, rule creation, and defuzzification are the steps involved in fuzzy logic system. The input to
the fuzzy controller is in the form of real variables. In the process of fuzzification the real variables are converter into
fuzzy variable and each fuzzy variable are represented by membership function. The second step is formation of
fuzzy rules, fuzzy rules are based on definite decision i.e., in the form of IF-THEN. Finally when all the operations
of control is over at the last stage the fuzzy variables are again converted into real variables which is as known
defuzzification.




                                       Pg                                1


                                                  Fuzzy Logic                                      1
                                                   Controller                                     Out
                          1             Ig
                                                                               1
                        Error
                                               K Ts
                                                z-1

                                                                 Fuzzy Logic
                                                                 Controller1



                                             Figure 2.          Fuzzy logic controller


5.   SIMULATION RESULT AND DISCUSSION

     The figure 3 shows the simulation block diagram for the proposed system. To obtain the performance of the
system measurements are carried out. By variable speed and by varying the load Total Harmonic Distortion (THD) is
evaluated.




                                                                     31
Journal of Energy Technologies and Policy                                                               www.iiste.org
ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online)
Vol.2, No.3, 2012




                                                  Fig: 3   Simulation block diagram



                                1.5



                                  1



                                0.5
                Voltage (p.u)




                                  0



                                -0.5



                                 -1



                                -1.5
                                       0   0.05    0.1     0.15      0.2     0.25    0.3   0.35   0.4
                                                                  Time (s)


                                                     Figure 4.    Voltage chracteristics




                                                                   32
Journal of Energy Technologies and Policy                                                                                                      www.iiste.org
ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online)
Vol.2, No.3, 2012


                                                 5

                                                 4

                                                 3

                                                 2

                                                 1
                                 urrent (p.u)




                                                 0
                                C




                                                -1

                                                -2

                                                -3

                                                -4

                                                -5
                                                     0      0.05     0.1      0.15      0.2     0.25      0.3         0.35         0.4
                                                                                     Time (s)


                                                                         Figure 5.   Current characteristics
                              1

                            0.8

                            0.6

                            0.4

                            0.2
             V lta e (p )
              o g .u




                              0

                            -0.2

                            -0.4

                            -0.6

                            -0.8

                             -1
                                      0                  0.05      0.1       0.15       0.2       0.25         0.3          0.35         0.4
                                                                                     Time (s)


                                                5

                                                4

                                                3

                                                2
                               Current (p.u)




                                                1

                                                0

                                                -1

                                                -2

                                                -3

                                                -4
                                                     0     0.05     0.1      0.15       0.2     0.25     0.3         0.35      0.4
                                                                                     Time (s)


                                                            Figure 6.      575V Voltage and current relationship

                                                                                      33
Journal of Energy Technologies and Policy                                                                                           www.iiste.org
ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online)
Vol.2, No.3, 2012



                                                           9

                                                           8

                                                           7

                                                           6
                                        Real Power (MW)




                                                           5

                                                           4

                                                           3

                                                           2

                                                           1

                                                           0

                                                          -1
                                                               0     0.05      0.1      0.15      0.2     0.25   0.3   0.35   0.4
                                                                                               Time (s)


                                                                     Figure 7.       Real power of asynchronous machine

                                                          0

                                                          -2

                                                          -4
                 e ctive P w r (M A )
                                 V R




                                                          -6

                                                          -8
                          o e




                                                    -10
                Ra




                                                    -12

                                                    -14

                                                    -16

                                                    -18
                                                               0    0.05       0.1      0.15      0.2     0.25   0.3   0.35   0.4
                                                                                               Time (s)


                                                                   Figure 8.     Reactive power of asynchronous machine




                                                                                                34
Journal of Energy Technologies and Policy                                                                                                         www.iiste.org
ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online)
Vol.2, No.3, 2012



                                                         1500




                                                         1000
                    D Voltage (p.u)
                     C




                                                              500




                                                               0
                                                                    0    0.1   0.2     0.3   0.4       0.5      0.6    0.7    0.8   0.9      1
                                                                                                    Time (s)


                                                                               Figure 9. Voltage in common DC link


                                                               1.1


                                                              1.09


                                                              1.08
                                      Rotor Speed (rad/sec)




                                                              1.07


                                                              1.06


                                                              1.05


                                                              1.04



                                                                     0         0.005         0.01              0.015         0.02         0.025
                                                                                                    Time (s)

                                      Figure 10. Rotor speed curve characteristics
     The figure shows the result of scope 1, ie, voltage Vs time graph of 25KV bus in which the FLC eliminates
detects the error and eliminates it. The next fig: shows current Vs time plotted for 25KV bus. In this the three phase
current are in different phases in the beginning due to harmonics, further which ii is eliminated.The graph is plotted
for time t=0.4sec, by the time t=1sec it will become stable.offering no harmonics. The figures shows the result for
scope 2, in this we have voltage Vs time graph plotted for 575volt and current vs time for 575volt. Fig: shows the
real power curve of asynchronous machine, within a time period of disturbances made in the system will be handled
by the fuzzy logic controller, by the time period t=0.5 it will attain a stability mode, ie, without any errors in the
system. The real power is measured in MW. In fig: reactive power of asynchronous machine is calculated. In this
there will be a point when the reactive power falls at zero due to harmonics present in the system. This rectification
will be done by the fuzzy logic control by eliminating the errors and producing a stable graph. The fig: shows the
voltage present in the common dc link. By considering this as error signal and comparing with reference signal we
produce firing to the inverter block. Fig: describes about the rotor speed of the induction machine. In this we can see
that the rotor speed is made constant with slight variations during the disturbances which are handled by the fuzzy
                                                                                                     35
Journal of Energy Technologies and Policy                                                             www.iiste.org
ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online)
Vol.2, No.3, 2012


logic system.

6.   CONCLUSION

     The basic operation of DFIG and its controls using AC/DC/AC converter. . First a wind turbine driven isolated
(not connected to grid) induction generator is simulated. But for better efficiency DFIG is used which is connected to
the grid and also have good controlling capability. Normally the real power and reactive power control is obtained by
the Rotor Side Converter (RSC) and the voltage is maintained constant by the Grid Side Converter (GSC). The
model is a discrete-time version of the Wind Turbine Doubly-Fed Induction Generator (Phasor Type) of Matlab / Sim
Power Systems. Protection system in considered which gives a trip signal to the system when there is a fault (single
phase to ground fault) on the system. The faults can occur when wind speed decreases to a low value or it has
persistent fluctuations. The DFIG is able to provide a considerable contribution to grid voltage support during short
circuit periods. From the results it can be said that doubly fed induction generator proved to be more reliable and
stable system when connected to grid side with the proper converter       Fuzzy control systems.
REFERENCES

[1] Quincy Wang,Liuchen Chang, “An Intelligent Maximum Power Extraction Algorithm for Inverter-Based
    Variable Speed Wind Turbine Systems” IEEE Transactions on power electronics, vol. 19, no. 5, September
    2004.
[2] SachinHirve, Kishore Chatterjee, and B. G. Femandes “VAr Compensation and Elimination of Harmonics in
    Three-phase Four-Wire System Based on UnifiedConstant-frequency Integration Control”2004 11th
    International Conference on Harmonics and Quality of Power Department of Electrical Engineering, IIT
    Bombay, Mumbai 400076, India.
[3] ChuenChien “Fuzzy logic control system: fuzzy logic controller-part 1” IEEE Transactions on systems, man,
    cybernetics, vol. 20, no. 2, march/April 1990.
[4] B.Suresh Kumar and V.LalithaDr.K.RameshReddy “PI, fuzzy logic controlled shunt active power filter for
    three-phase four-wire systems with balanced, unbalanced and variable loads “Journal of Theoretical and Applied
    Information Technology.
[5] J. Marques, H. Pinheiro, H. A. Gründling, J. R. Pinheiro and H. L. Hey “A Survey On Variable-Speed Wind
    Turbine System” Federal University of Santa Maria – UFSM Group of Power Electronics and Control – GEPOC
    UFSM/CT/NUPEDEE, Campus Universitário, Camobi 97015-900, Santa Maria, RS, Brazil.
[6] Shireesh B. Kedare “Wind Energy Conversion Systems” Energy systems engineering, Indian institute of
    technology, Bombay, Powai, Mumbai 400076, INDIA.
[7] D.Aouzellag , K.Ghedamsi , E.M.Berkouk “Power Control of a Variable Speed Wind Turbine Driving an
    DFIG” (1 ) Electrical engineering Department, A. Mira University, Bejaïa, Algeria. (2) Control Process
    Laboratory, E.N.P, Algiers, Algeria
[8] Stavros A. Papathanassiou, Michael P. Papadopoulos “Mechanical Stresses in Fixed-Speed Wind Turbines Due
    to Network Disturbances” IEEE Transactions on energy conversion, vol. 16, no. 4, December 2001.
[9] Dr. RecayiPecen, Dr. MD Salim, & Dr. Marc Timmerman. “A Hybrid Solar-Wind Power Generation System as
    an Instructional Resource for Industrial Technology Students” Volume 16, Number 3 - May 2000 to July 2000.
[10] N. Hosseinzadeh D. Seyoum P. Wolfs “Fuzzy Logic Control of an Induction Generator as an Electrical Brake”
     Central Queensland University Rockhampton, Australia.




                                                         36
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Modeling and control of power converter for doubly fed induction generator wind turbines using soft computing techniques

  • 1. Journal of Energy Technologies and Policy www.iiste.org ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online) Vol.2, No.3, 2012 Modeling and Control of Power Converter for Doubly Fed Induction Generator Wind Turbines using Soft Computing Techniques C.Ebbie Selva Kumar Ph.D Scholar, Karuna University, Coimbatore, India. e_mail:ebbieve@gmail.co.in V.Jegathesan Professor of Electrical & Electronics Engineering, Karuna University,Coimbatore, India. R.Eveline Pregitha Assistant Professor, James College of Engineering & Technology, TamilNadu, India. Abstract: This paper is based on Fuzzy Logic Controller (FLC) Control of Doubly Fed Induction Generator (DFIG) wind turbine in a power system for nonlinear loads. By which the nonlinear system can be made to work as a linear system to bring out better performance. . Fuzzy logic is a logical system which provides definite solution to solve problems. It process with fuzzy variables which are defined by membership functions. The combined action of PI and FLC controls the switching actions, distortion in harmonics and provide compensation for unbalanced load if any at the point of common coupling. The proposed system consists of back to back connected converters, one is connected to the generator side and the other is connected to the grid side. The grid side connected converter is used for compensation ie, it act as an Active Power Filter (APF) and compensator hence the cost of using APF is reduced. Reduced Total Harmonic Distortion (THD) is obtained by simulating (MATLAB/SIMULINK) the performance and the result is found to be quite satisfactory. Key Words: Fuzzy Logic Controller, Harmonic Reduction, Power converter, Renewable Energy. 1. INTRODUCTION The emission of fossil fuels has increased the effect of global warming and ozone depletion. To mitigate this effect power can be generated from various renewable resources. Wind energy is one of the most economic sources of energy for the production of electricity. Wind energy is economically viable renewable energy source today. The machine which is used to convert kinetic energy in the wind to electrical energy is called as wind turbine. In electrical power systems power quality distortion has become a serious problem due to the increase in number of nonlinear loads. As the number of nonlinear loads increased, harmonics current is more significant generated by these loads. These harmonics can lead different power system problems like distorted voltage waveforms, malfunction in system protection, excessive currents, light flicker, overheating of equipment. To mitigate the harmonic distortions, unbalanced voltage, voltage flickering, active power compensation, reactive power compensation and transient conditions Active Power Filters are used which leads to more complexity of the system and increased cost. Inspite of many control techniques Fuzzy Logic is a control system which is based on certain logical functions and nearer to human thinking process. The advantage of Fuzzy Logic Controller over other controller is it does not require mathematical model unlike other controllers used for linear systems. It can handle nonlinearity and can be of more robust. When compared to PI controllers Fuzzy Logic system is more efficient for nonlinear networks i.e., it minimizes harmonics and improves the quality of power. Adaptiveness cannot be achieved in the operation of fuzzy logic. Difficulties in tuning the PI and NFC can be achieved by using NFC which act as a tuned estimator. The proposed system is implemented with Variable Speed Wind Turbine (VSWT) which is more contrast than constant speed wind turbine as the power extraction is less when compared to variable speed wind turbine, so the power 29
  • 2. Journal of Energy Technologies and Policy www.iiste.org ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online) Vol.2, No.3, 2012 fluctuations can be avoided also maximum power can be obtained at variable speed condition. WECS is connected directly to the grid and hence the power supply to the grid must be of balanced one as the grid should be maintained at unity power factor, hence to provide grid synchronization. The use of Doubly Fed Induction Generator is more advantage as the supply to the AC mains can be from both stator and rotor as the stator is connected to the AC mains whereas rotor is connected to the control system which may be of PI and NFC. Normally PI controllers are suitable for linear systems where as FLC is for nonlinear systems even though the distortion in harmonics is reduced for both linear and nonlinear network by PI and FL controllers, the output of which is not much efficient when compared to NF controller, which can be seen while comparing FL and NF controllers. Figure 1 shows the block diagram of WECS, which consist of VSWT, DFIG, interconnections and FL controller. IGBT is utilized as interconnections to control the power at unbalanced conditions. The converter which is connected at the grid side is used for the compensation of real and reactive power flow hence the cost of using APF is reduced. The power control is mainly done by power converters (IGBT). The switching loses obtained due to power converters are controlled by Fuzzy Logic Controllers. Figure 1. Block diagram of WECS 2. DFIG WIND TURBINE Recently Doubly Fed Induction Generators are widely used in WECS because it is more suitable for the operation under variable speed condition. The configuration of DFIG is shown in figure 1. In which the fast rotation of the DFIG wind turbine is obtained as it is coupled with gearbox, which converts the slow rotation of the wind turbine into fast rotation. Bothe the stator and rotor present in DFIG is connected to the AC mains and hence the power can be injected to the grid by means of both stator and rotor. Stator is directly connected to the grid whereas rotor is connected to the power converter (IGBT) which in turn connected to the grid. The advantage of using DFIG is it extracts maximum power even at low wind speed by optimizing the wind turbine speed. 3. SYSTEM IMPACT In normal system impacts are those which affect the performance of the system as a whole. It mainly depends on wind power penetration level in the system. Stability, system dynamics, reactive power control, voltage control and frequency control are the certain impacts on the power system. The voltage instability is mainly due to flicker which causes voltage flickering. At any fault conditions acceleration takes place between the mechanical power extracted from the wind and electrical power supplied to the grid. When the voltage restores more amount of reactive power is consumed. The higher the wind power penetration, the increase in impacts on power system. To control these impacts we go for controlling techniques both for linear and nonlinear systems. For linear systems PI controllers are more suitable and for nonlinear network system Fuzzy Logic Controller is implemented to control under variable speed and nonlinear loads. 30
  • 3. Journal of Energy Technologies and Policy www.iiste.org ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online) Vol.2, No.3, 2012 4. FUZZY LOGIC CONTROL Fuzzy Logic is based on logical functions. The concept of Fuzzy logic is derived from set theory. There are several controllers which provide efficient control for linear systems. In case of nonlinear systems Fuzzy Logic Controllers are used. Fuzzification, rule creation, and defuzzification are the steps involved in fuzzy logic system. The input to the fuzzy controller is in the form of real variables. In the process of fuzzification the real variables are converter into fuzzy variable and each fuzzy variable are represented by membership function. The second step is formation of fuzzy rules, fuzzy rules are based on definite decision i.e., in the form of IF-THEN. Finally when all the operations of control is over at the last stage the fuzzy variables are again converted into real variables which is as known defuzzification. Pg 1 Fuzzy Logic 1 Controller Out 1 Ig 1 Error K Ts z-1 Fuzzy Logic Controller1 Figure 2. Fuzzy logic controller 5. SIMULATION RESULT AND DISCUSSION The figure 3 shows the simulation block diagram for the proposed system. To obtain the performance of the system measurements are carried out. By variable speed and by varying the load Total Harmonic Distortion (THD) is evaluated. 31
  • 4. Journal of Energy Technologies and Policy www.iiste.org ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online) Vol.2, No.3, 2012 Fig: 3 Simulation block diagram 1.5 1 0.5 Voltage (p.u) 0 -0.5 -1 -1.5 0 0.05 0.1 0.15 0.2 0.25 0.3 0.35 0.4 Time (s) Figure 4. Voltage chracteristics 32
  • 5. Journal of Energy Technologies and Policy www.iiste.org ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online) Vol.2, No.3, 2012 5 4 3 2 1 urrent (p.u) 0 C -1 -2 -3 -4 -5 0 0.05 0.1 0.15 0.2 0.25 0.3 0.35 0.4 Time (s) Figure 5. Current characteristics 1 0.8 0.6 0.4 0.2 V lta e (p ) o g .u 0 -0.2 -0.4 -0.6 -0.8 -1 0 0.05 0.1 0.15 0.2 0.25 0.3 0.35 0.4 Time (s) 5 4 3 2 Current (p.u) 1 0 -1 -2 -3 -4 0 0.05 0.1 0.15 0.2 0.25 0.3 0.35 0.4 Time (s) Figure 6. 575V Voltage and current relationship 33
  • 6. Journal of Energy Technologies and Policy www.iiste.org ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online) Vol.2, No.3, 2012 9 8 7 6 Real Power (MW) 5 4 3 2 1 0 -1 0 0.05 0.1 0.15 0.2 0.25 0.3 0.35 0.4 Time (s) Figure 7. Real power of asynchronous machine 0 -2 -4 e ctive P w r (M A ) V R -6 -8 o e -10 Ra -12 -14 -16 -18 0 0.05 0.1 0.15 0.2 0.25 0.3 0.35 0.4 Time (s) Figure 8. Reactive power of asynchronous machine 34
  • 7. Journal of Energy Technologies and Policy www.iiste.org ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online) Vol.2, No.3, 2012 1500 1000 D Voltage (p.u) C 500 0 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 Time (s) Figure 9. Voltage in common DC link 1.1 1.09 1.08 Rotor Speed (rad/sec) 1.07 1.06 1.05 1.04 0 0.005 0.01 0.015 0.02 0.025 Time (s) Figure 10. Rotor speed curve characteristics The figure shows the result of scope 1, ie, voltage Vs time graph of 25KV bus in which the FLC eliminates detects the error and eliminates it. The next fig: shows current Vs time plotted for 25KV bus. In this the three phase current are in different phases in the beginning due to harmonics, further which ii is eliminated.The graph is plotted for time t=0.4sec, by the time t=1sec it will become stable.offering no harmonics. The figures shows the result for scope 2, in this we have voltage Vs time graph plotted for 575volt and current vs time for 575volt. Fig: shows the real power curve of asynchronous machine, within a time period of disturbances made in the system will be handled by the fuzzy logic controller, by the time period t=0.5 it will attain a stability mode, ie, without any errors in the system. The real power is measured in MW. In fig: reactive power of asynchronous machine is calculated. In this there will be a point when the reactive power falls at zero due to harmonics present in the system. This rectification will be done by the fuzzy logic control by eliminating the errors and producing a stable graph. The fig: shows the voltage present in the common dc link. By considering this as error signal and comparing with reference signal we produce firing to the inverter block. Fig: describes about the rotor speed of the induction machine. In this we can see that the rotor speed is made constant with slight variations during the disturbances which are handled by the fuzzy 35
  • 8. Journal of Energy Technologies and Policy www.iiste.org ISSN 2224-3232 (Paper) ISSN 2225-0573 (Online) Vol.2, No.3, 2012 logic system. 6. CONCLUSION The basic operation of DFIG and its controls using AC/DC/AC converter. . First a wind turbine driven isolated (not connected to grid) induction generator is simulated. But for better efficiency DFIG is used which is connected to the grid and also have good controlling capability. Normally the real power and reactive power control is obtained by the Rotor Side Converter (RSC) and the voltage is maintained constant by the Grid Side Converter (GSC). The model is a discrete-time version of the Wind Turbine Doubly-Fed Induction Generator (Phasor Type) of Matlab / Sim Power Systems. Protection system in considered which gives a trip signal to the system when there is a fault (single phase to ground fault) on the system. The faults can occur when wind speed decreases to a low value or it has persistent fluctuations. The DFIG is able to provide a considerable contribution to grid voltage support during short circuit periods. From the results it can be said that doubly fed induction generator proved to be more reliable and stable system when connected to grid side with the proper converter Fuzzy control systems. REFERENCES [1] Quincy Wang,Liuchen Chang, “An Intelligent Maximum Power Extraction Algorithm for Inverter-Based Variable Speed Wind Turbine Systems” IEEE Transactions on power electronics, vol. 19, no. 5, September 2004. [2] SachinHirve, Kishore Chatterjee, and B. G. Femandes “VAr Compensation and Elimination of Harmonics in Three-phase Four-Wire System Based on UnifiedConstant-frequency Integration Control”2004 11th International Conference on Harmonics and Quality of Power Department of Electrical Engineering, IIT Bombay, Mumbai 400076, India. [3] ChuenChien “Fuzzy logic control system: fuzzy logic controller-part 1” IEEE Transactions on systems, man, cybernetics, vol. 20, no. 2, march/April 1990. [4] B.Suresh Kumar and V.LalithaDr.K.RameshReddy “PI, fuzzy logic controlled shunt active power filter for three-phase four-wire systems with balanced, unbalanced and variable loads “Journal of Theoretical and Applied Information Technology. [5] J. Marques, H. Pinheiro, H. A. Gründling, J. R. Pinheiro and H. L. Hey “A Survey On Variable-Speed Wind Turbine System” Federal University of Santa Maria – UFSM Group of Power Electronics and Control – GEPOC UFSM/CT/NUPEDEE, Campus Universitário, Camobi 97015-900, Santa Maria, RS, Brazil. [6] Shireesh B. Kedare “Wind Energy Conversion Systems” Energy systems engineering, Indian institute of technology, Bombay, Powai, Mumbai 400076, INDIA. [7] D.Aouzellag , K.Ghedamsi , E.M.Berkouk “Power Control of a Variable Speed Wind Turbine Driving an DFIG” (1 ) Electrical engineering Department, A. Mira University, Bejaïa, Algeria. (2) Control Process Laboratory, E.N.P, Algiers, Algeria [8] Stavros A. Papathanassiou, Michael P. Papadopoulos “Mechanical Stresses in Fixed-Speed Wind Turbines Due to Network Disturbances” IEEE Transactions on energy conversion, vol. 16, no. 4, December 2001. [9] Dr. RecayiPecen, Dr. MD Salim, & Dr. Marc Timmerman. “A Hybrid Solar-Wind Power Generation System as an Instructional Resource for Industrial Technology Students” Volume 16, Number 3 - May 2000 to July 2000. [10] N. Hosseinzadeh D. Seyoum P. Wolfs “Fuzzy Logic Control of an Induction Generator as an Electrical Brake” Central Queensland University Rockhampton, Australia. 36
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