1. REVIEW OF CFL AND ITS HARMONIC IMPACT ON ELECTRICAL DISTRIBUTION SYSTEM Guide: Mr. Rijo Rajan, prepared by: Merin Lukose Lecturer, S7 EEE EEE department. 1

2. C O N T E N T S Introduction Why CFL preferred over incandescent? What is CFL and its working and ballast circuit. Harmonics, terms related and how csfl cause harmonics. Problems of harmonics and its effect on power factor. Harmonic components from a cfl and its effect. Methods to reduce harmonics. Classification of CFL Effects of wide spread adoption of CFL conclusion 2

3.  Energy advantages of CFL has made it a common lighting device recently.  CFL comprises of electronic components which produces harmonics.  System gets polluted due to harmonics and it seriously affect the electrical equipments connected in the network. 3

4. CFLs consume about 80% less power than conventional lamps. Life span is 8-15 times that of incandescent. Cost saving. Shapes, styles and provide variety in light colors. Produce 75% less heat. 4

5.  Most commonly used lighting device.  It consists of dc power supply and an ac inverter  Electronic device used in CFLs is the electronic ballast circuit.  Ballast circuit limits the ionizing current. 5

6.  ultraviolet rays are formed by the ionization of gases.  Fluorescent phosphor on glass tube surface convert ultraviolet rays to visible light.  Ionizing current generated is limited by the ballast circuit. 6

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8. 1. Electromagnetic interference filter. Filter unwanted harmonic currents consumed by the load. 2. Bridge rectifier. Ac voltage is converted to dc which is supplied to the high frequency oscillator 3. High frequency oscillator. High frequency ac voltage to the output circuit and fluorescent tube. 8

9. Presence of multiples of fundamental frequency. Measured in terms of THD, Total Harmonic Distortion. Created by non-linear loads. Amount of equipments generating harmonics has risen dramatically. Disturbs the power quality 9

10. Input wave with harmonic frequencies Resultant wave 10

11. THD Measurement of the harmonic distortion in terms of rms voltage and current. THD V = √(V 2 ²+V 3 ²+V 4 ²+…+V n ²)*100/v 1. IDF Input Displacement Factor which refers to the cosine of the angle between input 50Hz voltage and current. DF Distortion factor shows the variation of the wave from the input sinusoidal wave. DF=1/ √(1+THD²), PF=IDF*DF 11

12. CFLs contain the electronic ballast within them. The components of electronic ballast are non-linear in nature. Non-linear components conduct during short bursts of the input sine wave. Thus there forms cropped wave after the conduction of each component. 12

13. There are different cropped waves of this type within the system. Combines and forms higher order harmonic components. Different harmonic voltages act together and there by disturbs the entire power quality. 13

14. Lighting units that consume more than 25w contribute to harmonic distortion. With the Widespread adoption of CFLs → combined effect of these small sources → large source. Harder to mitigate since CFLs are distributed across the network rather than in one location. 14

15. Current wave for 2*11W+2*7W cfls Harmonic spectrum for 2*11W+2*7W cfls 15

16. %of CFL load total power factor %of voltage distortion %THD 1.5 0.84 0.3 1.7 4.1 0.82 0.7 4.5 9.4 0.76 1.5 9.8 26.3 0.65 4.4 23.5 50 0.58 5.4 55 16

17. 5 Order Harmonics (2.4%) 7 Order harmonics (0.69%) 3 Order Harmonics (7.6%) th rd th 17

18. a. Effect of 3 rd order harmonic..Causes hysteresis loss..Over heating of neutral conducts..Causes no effect on IM b. Effect of 5 th order harmonic..Counter electro motive force in large machines..Counter torque in case of IM c Effect of 7 th order harmonic.. causes excessive heating in the machine.. contributes to the machine torque. 18

19. Introduce neutral currents over 100% of the phase current. Over heating of transformers. Reduces the life expectancy of motors. Over stressing of power factor correction capacitors. Nuisance tripping of residual current circuit breakers. Decreases equipment lifetime. 19

20. Power factor in sinusoidal cases(linear loads) V(t)=v 1 sin( ω 0 t+δ 1 ) i(t)=i 1 sin( ω 0 t+θ 1 ) Pf true =pf disp =cos( δ 1 -θ 1 ) Power factor in non- sinusoidal cases(non- linear loads) V(t)=Σ v n sin (nω 0 t+δ n ) i(t)=Σi n sin(nω 0 t+θ n ) Pf true =pf disp *pf dist 20

21. Reinforced distribution system It is about 10 times cheaper to manufacture high power factor(0.9), low harmonic CFLs than correcting. Harmonic filters. 1. active filters 2. passive filters Isolation transformers 21

22. ACTIVE FILTERS Used for low voltage networks. Active filter reduction to 5%or less. Grouped as series, parallel and hybrid filters. Cancels multiple harmonic orders. An array of capacitors, inductors and resistors. Passive filter reduction to 15-25%. Classified as series and parallel filters Cancels only one harmonic order. Reliable and economical PASSIVE FILTERS 22

23. High level of current distortion up to 140%. Low order harmonics are dominant. High distortion electronic ballast CFLs. Current harmonic distortion is 30%. Considerable drop in lower order harmonics reduction in THD. Low distortion electronic ballast CFLs. Harmonic distortion is below 20%. drop in lower order harmonics reduction in THD. Magnetic ballast CFLs. 23

24. Use of some CFLs exhibit high level of harmonic distortions. Generation and radiation of RF noise. Low power factor and harmonic current distortion and its effect on distribution system. There is about 0.5 grams of mercury in each CFL causes health hazards. 24

25. CFL reduces power consumption on lighting load side. Injects harmonics and causes distortion. Ballast circuit causes the generation of harmonics. Damage the equipments connected and seriously affect the power factor Harmonics has to be eliminated to improve the power quality. But advancing power electronic sector further makes the distribution system impure. 25