PPT V-F control.ppt
- 1. REAL POWER- FREQUENCY CONTROL
- 2. Basics of speed governing mechanism and modeling - speed-load characteristics – load sharing between two synchronous machines in parallel - control area concept - LFC control of a single-area system - static and dynamic analysis of uncontrolled and controlled cases - two-area system – modeling - static analysis of uncontrolled case - tie line with frequency bias control - state variable model - integration of economic dispatch control with LFC.
- 3. Speed changer Lower Raiser XA XB XC XD XE Speed Governor Pilot valve High pressure oil To Turbine Steam Steam valve Main piston Hydraulic amplifier l1 l2 l3 l4 Fundamentals of Speed Governing System
- 4. Fundamentals of Speed Governing System The system consists of following components Fly ball governor Hydraulic amplifier Linkage mechanism Speed changer
- 5. • Fly ball speed governor: – This is the heart of the system which senses the change in speed(frequency). – As the speed increases the fly ball move outwards and the point B on linkage mechanism moves downwards. The reverse happens when the speed decreases. • Hydraulic amplifier: – It consists of pilot value and main piston. – Low power level pilot value movement is converted into high power level pilot value. – This is necessary in order to open or close the steam value against high pressure system. Fundamentals of Speed Governing System
- 6. • Linkage mechanism: – A,B,C is a rigid link pivoted at CDE in another rigid kink pivoted at D. – This link mechanism provides a movement to control value in proportion to the change in speed. • Speed Changer: – It provides a steady state power output setting for the turbine. – Its downward movement opens the upper pilot value so that more steam is admitted to the turbine under steady state condition. – The reverse happens for upward movement of speed changer. Fundamentals of Speed Governing System
- 7. Speed Governor modal The governor compensates for changes in the shaft speed changes in load will eventually lead to a change in shaft speed change in shaft speed is also seen as a change in system frequency
- 8. Turbine model The prime mover driving a generator unit may be a steam turbine or a hydro turbine. The models for the prime mover must take account of the steam supply and boiler control system characteristics in the case of steam turbine on the penstock for a hydro turbine The dynamic response of steam turbine in terms of changes in generator power output ΔPG to change in steam valve opening ΔXE
- 9. model To develop the mathematical model of an isolated generator, which is only supplying local load and is not supplying power to another area, Suppose there is a real load change of ΔPD . Due to the action of the turbine controllers, the generator increases its output by an amount ΔPG . The net surplus power (ΔPG - ΔPD ) will be absorbed by the system in two ways. By increasing the kinetic energy in the rotor at the rate As the frequency changes, the motor load changes being sensitive to speed, the rate of change of load w.r.t frequency f
- 10. Generator load or Power system model
- 11. Model of Load frequency control of single area Complete Block diagram representation of LFC Speed Governor Turbine Power system
- 12. Speed-Load characteristics The isochronous governors cannot be used when there are two or more units connected to the same system since each generator would have to precisely the same speed setting. For stable load sharing between two or more units operating in parallel, the governors are provided with a characteristics so that the speed drops as the load in increased. Percent speed regulation or droop: The value of R determine the steady state speed versus load characteristics of generating unit. The ratio of speed deviation(Δω) or frequency deviation (Δf) to change in valve/gate position (ΔY) or power output (ΔP) is equal to R.
- 14. The parameter R is referred to as speed regulation or droop. It can be expressed in percent as Speed-Load characteristics
- 15. Load sharing between two synchronous machine in parallel If two or more generators with drooping governor characteristics are connected to a power system, there will be a unique frequency at which they will share a load change They are initially at nominal frequency f0,with outputs P1 and P2. When a load increases ΔPL causes the units to slow down, the governors increase output until they reach a new common operating frequency f’. The amount of load picked up by each unit depends on the droop characteristics:
- 16. Hence If the percentage of regulation of the units are nearly equal, the change in the outputs of each unit will be nearly in proportion to its rating Load sharing between two synchronous machine in parallel Load sharing by parallel units with drooping characteristics
- 17. Control Area Definition It is defined as a power system, a part of a system or combination of systems to which a common generation control scheme is applied. The electrical interconnection within each control area is very strong as compared to the ties with the neighboring areas. All the generators in a control area swing in coherently or it is characterized by a single frequency It is necessary to be considered as many control area as number of coherent group.
- 18. AGC problem of a large interconnected power system has been studied by dividing a whole system into a number of control areas. In normal steady state operation, each control area of a power system should try to compensate for those demand in power. Simultaneously, each control area of a power system should help to maintain the frequency and voltage profile of the overall systems. Control Area
- 19. Complete Block diagram representation of LFC - Uncontrolled case or Primary control loop Speed Governor Turbine Power system Load Frequency Control of Single area system
- 21. Speed Governor Turbine Power system Integral controller Primary LFC loop Secondary or Supplementary LFC loop controller 1 Complete Block diagram representation of LFC -Controlled case or Integral control loop
- 22. TWO AREA SYSTEM OR MULTI AREA SYSTEM
- 23. Tie-line Model
- 24. TWO AREA SYSTEM
- 25. Consider two areas each with a generator the two areas are connected with a single transmission line the line flow appears as a load in one area and an equal but negative load in the other area the flow is dictated by the relative phase angle across the line, which is determined by the relative speeds deviations let there be a load change ΔPL1 in area 1 to analyze the steady-state frequency deviation, the tie- flow deviation and generator outputs must be examined Tie-line Model
- 26. Tie-line Model
- 27. Tie-line Model
- 28. Tie-line Model
- 29. TIE - LINE CONTROL
- 30. TIE - LINE CONTROL
- 31. TIE - LINE CONTROL
- 32. SYSTEM