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LOAD FREQUENCY CONTROL OF TWO AREA POWER
SYSTEM
BY
• ANIMESH SACHAN
• SHUBHAM PRAKASH SAHU
• BHAWANA MISHRA
• GEETANJALI GAUTAM
UNDER THE GUIDANCE
OF
MR. SAMEER BHAMBARI
ABSTRACT
INVESTIGATING THE LOAD FREQUENCY CONTROL
PROBLEM IN A POWER SYSTEM CONSISTING OF TWO
POWER GENERATION UNIT AND MULTIPLE VARIABLE
LOAD UNITS.
INTRODUCTION
• THE MAIN PURPOSE OF OPERATING THE LOAD FREQUENCY CONTROL IS TO
KEEP UNIFORM THE FREQUENCY CHANGES DURING THE LOAD CHANGES
• IN MULTI AREA SYSTEM A CHANGE OF POWER IN ONE AREA IS MET BY THE
INCREASE IN GENERATION IN ALL AREAS ASSOCIATED WITH A CHANGE IN THE
TIE-LINE POWER AND A REDUCTION IN FREQUENCY. IN THE NORMAL
OPERATING STATE THE POWER SYSTEM DEMANDS OF AREAS ARE SATISFIED
AT THE NOMINAL FREQUENCY
REASONS FOR THE NEED OF MAINTAINING CONSTANT
FREQUENCY
If the normal operating frequency is 50 Hz and the turbines run at speeds corresponding to
frequencies less than 47.5 Hz or above 52.5 Hz, then the blades of the turbines may get damaged.
47.5 Hz 50 Hz 52.5 Hz
REASONS FOR THE NEED OF MAINTAINING CONSTANT
FREQUENCY
• THE SPEED OF A.C. MOTORS ARE DIRECTLY RELATED TO THE FREQUENCY.
FREQUENCY SPEED
REASONS FOR THE NEED OF MAINTAINING CONSTANT
FREQUENCY
• THE OPERATION OF A TRANSFORMER BELOW THE RATED FREQUENCY IS NOT
DESIRABLE. WHEN FREQUENCY GOES BELOW RATED FREQUENCY AT CONSTANT
SYSTEM VOLTAGE THEN THE FLUX IN THE CORE INCREASES AND THEN THE
TRANSFORMER CORE GOES INTO THE SATURATION REGION.
FREQUENCY
DECREASES
FLUX IN CORE
INCREASES
TRANFORMER
SATURATES
LOAD FREQUENCY PROBLEMS
• IF THE SYSTEM IS CONNECTED TO NUMEROUS LOADS IN A POWER SYSTEM,
THEN THE SYSTEM FREQUENCY AND SPEED CHANGE WITH THE
CHARACTERISTICS OF THE GOVERNOR AS THE LOAD CHANGES.
LOAD FREQUENCY
&
SPEED
INCREASES
DECREASES
LOAD FREQUENCY PROBLEMS
• IF CONSTANT FREQUENCY IS REQUIRED THE OPERATOR CAN ADJUST THE
VELOCITY OF THE TURBINE BY CHANGING THE CHARACTERISTICS OF THE
GOVERNOR WHEN REQUIRED.
INCREASE
IN LOAD
INCREASE
IN
VELOCITY
OF
TURBINE
CONSTANT
FREQUENCY
GOVERNOR MODEL
SPEED REGULATION BY GOVERNOR
BLOCK DIAGRAM OF SINGLE SYSTEM CONSISTING
OF GENERATOR, LOAD, PRIME MOVER AND
GOVERNOR
TWO AREA SYSTEM WITH PRIMARY LOOP LFC
IMPLEMENTATION
POLE
PLACEMENT
TECHNIQUE
OPTIMAL
CONTROL
TECHNIQUE
POLE PLACEMENT TECHNIQUE
POLE PLACEMENT TECHNIQUE
• THIS IS ONE OF THE DESIGN METHODS. HERE WE ASSUME THAT ALL THE
STATE VARIABLES CAN BE MEASURED AND ARE AVAILABLE FOR FEEDBACK
• THE POLES OF THE CLOSED Ζ APPROPRIATE STATE FEEDBACK GAIN MATRIX
IF THE SYSTEM IS COMPLETELY STATE CONTROLLABLE
• IN THIS APPROACH, EFFECTS ON THE RESPONSES OF NON-DOMINANT
CLOSED LOOP ARE TO BE NEGLIGIBLE
OPTIMAL CONTROL TECHNIQUE
• THIS IS A TECHNIQUE THAT IS APPLIED IN THE CONTROL SYSTEM DESIGN
WHICH IS IMPLEMENTED BY MINIMIZING THE PERFORMANCE INDEX OF THE
SYSTEM VARIABLES
• THE AIM OF THE OPTIMAL REGULATOR DESIGN IS TO OBTAIN A CONTROL LAW
U*(X, T) WHICH CAN MOVE THE SYSTEM FROM ITS INITIAL STATE TO THE FINAL
STATE BY MINIMIZING THE PERFORMANCE INDEX.
• THE PERFORMANCE INDEX WHICH IS WIDELY USED IS THE QUADRATIC
PERFORMANCE INDEX.
FREQUENCY DEVIATION STEP RESPONSE OF LFC USING
OPTIMAL CONTROL DESIGN
WE SEE THAT THE TRANSIENT RESPONSE SETTLES TO A STEADY STATE OF -
0.0007 PU IN ABOUT 0.6SECONDS.
TWO AREA SYSTEM LFC WITH PID CONTROL ACTION
• THE INTEGRAL CONTROL BLOCK IS REPLACED BY PID CONTROLLER AND
STATE SPACE MODEL OF THE SYSTEM Ẋ = AX IS OBTAINED.
• PID1(S) = 𝐾𝑝1 + 𝐾𝐼1 𝑠 + 𝐾𝐷1𝑠
• PID2(S) = = 𝐾𝑝2 + 𝐾𝐼2 𝑠 + 𝐾𝐷2𝑠
BLOCK DIAGRAM OF TWO AREA SYSTEM LFC WITH PID
CONTROL ACTION
PARTICLE SWARM OPTIMIZATION
• THE PROCESS OF PSO ALGORITHM IN FINDING OPTIMAL VALUES FOLLOWS
THE WORK OF AN ANIMAL SOCIETY WHICH HAS NO LEADER.
• PARTICLE SWARM OPTIMIZATION CONSISTS OF A SWARM OF PARTICLES,
WHERE PARTICLE REPRESENT A POTENTIAL SOLUTION.
• PARTICLE WILL MOVE THROUGH A MULTIDIMENSIONAL SEARCH SPACE TO
FIND THE BEST POSITION IN THAT SPACE.
VARIANT OF PARTICLE SWARM
OPTIMIZATION
FLOW CHART
PI CONTROLLER
PI out = Kp ACEi + Ki ACEi
2 dt
PI APPLICATION TO POWER SYSTEMS
• PI WERE USED IN POWER SYSTEM APPLICATION SUCH AS STATE ESTIMATION,
LOAD FLOW AND OPTIMAL POWER FLOW, POWER SYSTEM IDENTIFICATION
AND CONTROL ETC.
• OTHER APPLICATIONS TO NON-LINEAR OPTIMIZATION PROBLEMS ARE
GENERATOR MAINTENANCE, GENERATOR CONTRIBUTION TO TRANSMISSION
SYSTEM AND SHORT TERM LOAD FORECASTING ETC.
FREQUENCY RESPONSE FOR AREA -1
FREQUENCY RESPONSE FOR AREA -2
FREQUENCY RESPONSE FOR AREA -1 AND AREA -2
CONCLUSION
• THE PROJECT PRESENTS A CASE STUDY OF DESIGNING A CONTROLLER THAT
CAN BEAR DESIRABLE RESULTS IN A TWO AREA POWER SYSTEM WHEN THE
INPUT PARAMETERS TO THE SYSTEM IS CHANGED.
• TWO METHODS OF LOAD FREQUENCY CONTROL WAS STUDIED TAKING AN
ISOLATED POWER SYSTEM INTO CONSIDERATION.
• IT WAS SEEN THAT THE OPTIMAL CONTROLLER DESIGN BORE BETTER
RESULTS AND ACHIEVED DESIRED RELIABILITY UNDER CHANGES IN THE INPUT
PARAMETER. HENCE AN ATTEMPT WAS MADE TO EXTEND THE OPTIMAL
CONTROL DESIGN TO A TWO AREA NETWORK.
Load Frequency Control  of two area Power system

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Load Frequency Control of two area Power system

  • 1.
  • 2. LOAD FREQUENCY CONTROL OF TWO AREA POWER SYSTEM BY • ANIMESH SACHAN • SHUBHAM PRAKASH SAHU • BHAWANA MISHRA • GEETANJALI GAUTAM UNDER THE GUIDANCE OF MR. SAMEER BHAMBARI
  • 3. ABSTRACT INVESTIGATING THE LOAD FREQUENCY CONTROL PROBLEM IN A POWER SYSTEM CONSISTING OF TWO POWER GENERATION UNIT AND MULTIPLE VARIABLE LOAD UNITS.
  • 4. INTRODUCTION • THE MAIN PURPOSE OF OPERATING THE LOAD FREQUENCY CONTROL IS TO KEEP UNIFORM THE FREQUENCY CHANGES DURING THE LOAD CHANGES • IN MULTI AREA SYSTEM A CHANGE OF POWER IN ONE AREA IS MET BY THE INCREASE IN GENERATION IN ALL AREAS ASSOCIATED WITH A CHANGE IN THE TIE-LINE POWER AND A REDUCTION IN FREQUENCY. IN THE NORMAL OPERATING STATE THE POWER SYSTEM DEMANDS OF AREAS ARE SATISFIED AT THE NOMINAL FREQUENCY
  • 5. REASONS FOR THE NEED OF MAINTAINING CONSTANT FREQUENCY If the normal operating frequency is 50 Hz and the turbines run at speeds corresponding to frequencies less than 47.5 Hz or above 52.5 Hz, then the blades of the turbines may get damaged. 47.5 Hz 50 Hz 52.5 Hz
  • 6. REASONS FOR THE NEED OF MAINTAINING CONSTANT FREQUENCY • THE SPEED OF A.C. MOTORS ARE DIRECTLY RELATED TO THE FREQUENCY. FREQUENCY SPEED
  • 7. REASONS FOR THE NEED OF MAINTAINING CONSTANT FREQUENCY • THE OPERATION OF A TRANSFORMER BELOW THE RATED FREQUENCY IS NOT DESIRABLE. WHEN FREQUENCY GOES BELOW RATED FREQUENCY AT CONSTANT SYSTEM VOLTAGE THEN THE FLUX IN THE CORE INCREASES AND THEN THE TRANSFORMER CORE GOES INTO THE SATURATION REGION. FREQUENCY DECREASES FLUX IN CORE INCREASES TRANFORMER SATURATES
  • 8. LOAD FREQUENCY PROBLEMS • IF THE SYSTEM IS CONNECTED TO NUMEROUS LOADS IN A POWER SYSTEM, THEN THE SYSTEM FREQUENCY AND SPEED CHANGE WITH THE CHARACTERISTICS OF THE GOVERNOR AS THE LOAD CHANGES. LOAD FREQUENCY & SPEED INCREASES DECREASES
  • 9. LOAD FREQUENCY PROBLEMS • IF CONSTANT FREQUENCY IS REQUIRED THE OPERATOR CAN ADJUST THE VELOCITY OF THE TURBINE BY CHANGING THE CHARACTERISTICS OF THE GOVERNOR WHEN REQUIRED. INCREASE IN LOAD INCREASE IN VELOCITY OF TURBINE CONSTANT FREQUENCY
  • 12. BLOCK DIAGRAM OF SINGLE SYSTEM CONSISTING OF GENERATOR, LOAD, PRIME MOVER AND GOVERNOR
  • 13. TWO AREA SYSTEM WITH PRIMARY LOOP LFC
  • 16. POLE PLACEMENT TECHNIQUE • THIS IS ONE OF THE DESIGN METHODS. HERE WE ASSUME THAT ALL THE STATE VARIABLES CAN BE MEASURED AND ARE AVAILABLE FOR FEEDBACK • THE POLES OF THE CLOSED Ζ APPROPRIATE STATE FEEDBACK GAIN MATRIX IF THE SYSTEM IS COMPLETELY STATE CONTROLLABLE • IN THIS APPROACH, EFFECTS ON THE RESPONSES OF NON-DOMINANT CLOSED LOOP ARE TO BE NEGLIGIBLE
  • 17. OPTIMAL CONTROL TECHNIQUE • THIS IS A TECHNIQUE THAT IS APPLIED IN THE CONTROL SYSTEM DESIGN WHICH IS IMPLEMENTED BY MINIMIZING THE PERFORMANCE INDEX OF THE SYSTEM VARIABLES • THE AIM OF THE OPTIMAL REGULATOR DESIGN IS TO OBTAIN A CONTROL LAW U*(X, T) WHICH CAN MOVE THE SYSTEM FROM ITS INITIAL STATE TO THE FINAL STATE BY MINIMIZING THE PERFORMANCE INDEX. • THE PERFORMANCE INDEX WHICH IS WIDELY USED IS THE QUADRATIC PERFORMANCE INDEX.
  • 18. FREQUENCY DEVIATION STEP RESPONSE OF LFC USING OPTIMAL CONTROL DESIGN WE SEE THAT THE TRANSIENT RESPONSE SETTLES TO A STEADY STATE OF - 0.0007 PU IN ABOUT 0.6SECONDS.
  • 19. TWO AREA SYSTEM LFC WITH PID CONTROL ACTION • THE INTEGRAL CONTROL BLOCK IS REPLACED BY PID CONTROLLER AND STATE SPACE MODEL OF THE SYSTEM Ẋ = AX IS OBTAINED. • PID1(S) = 𝐾𝑝1 + 𝐾𝐼1 𝑠 + 𝐾𝐷1𝑠 • PID2(S) = = 𝐾𝑝2 + 𝐾𝐼2 𝑠 + 𝐾𝐷2𝑠
  • 20. BLOCK DIAGRAM OF TWO AREA SYSTEM LFC WITH PID CONTROL ACTION
  • 21. PARTICLE SWARM OPTIMIZATION • THE PROCESS OF PSO ALGORITHM IN FINDING OPTIMAL VALUES FOLLOWS THE WORK OF AN ANIMAL SOCIETY WHICH HAS NO LEADER. • PARTICLE SWARM OPTIMIZATION CONSISTS OF A SWARM OF PARTICLES, WHERE PARTICLE REPRESENT A POTENTIAL SOLUTION. • PARTICLE WILL MOVE THROUGH A MULTIDIMENSIONAL SEARCH SPACE TO FIND THE BEST POSITION IN THAT SPACE.
  • 22. VARIANT OF PARTICLE SWARM OPTIMIZATION
  • 24. PI CONTROLLER PI out = Kp ACEi + Ki ACEi 2 dt
  • 25. PI APPLICATION TO POWER SYSTEMS • PI WERE USED IN POWER SYSTEM APPLICATION SUCH AS STATE ESTIMATION, LOAD FLOW AND OPTIMAL POWER FLOW, POWER SYSTEM IDENTIFICATION AND CONTROL ETC. • OTHER APPLICATIONS TO NON-LINEAR OPTIMIZATION PROBLEMS ARE GENERATOR MAINTENANCE, GENERATOR CONTRIBUTION TO TRANSMISSION SYSTEM AND SHORT TERM LOAD FORECASTING ETC.
  • 28. FREQUENCY RESPONSE FOR AREA -1 AND AREA -2
  • 29. CONCLUSION • THE PROJECT PRESENTS A CASE STUDY OF DESIGNING A CONTROLLER THAT CAN BEAR DESIRABLE RESULTS IN A TWO AREA POWER SYSTEM WHEN THE INPUT PARAMETERS TO THE SYSTEM IS CHANGED. • TWO METHODS OF LOAD FREQUENCY CONTROL WAS STUDIED TAKING AN ISOLATED POWER SYSTEM INTO CONSIDERATION. • IT WAS SEEN THAT THE OPTIMAL CONTROLLER DESIGN BORE BETTER RESULTS AND ACHIEVED DESIRED RELIABILITY UNDER CHANGES IN THE INPUT PARAMETER. HENCE AN ATTEMPT WAS MADE TO EXTEND THE OPTIMAL CONTROL DESIGN TO A TWO AREA NETWORK.
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