understanding power quality

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    Power Quality

    Impact of Poor Power Quality

    Elements of Power Quality Harmonics

    Power Quality Improvement

    Harmonic Mitigation

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    Power quality is the measurement of howperfect an electrical voltage/current is

    at any given point or time The Measurement is in terms of:

    Continuity

    Magnitude

    Frequency

    Waveform

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    Losses on account of poor power quality

    Tangible Losses

    Production losses due to power outages Equipment Failure

    Intangible Losses

    Productivity losses Troubleshooting

    Reduced equipment life

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    A study was performed by EuropeanCopper Institute in 2001, covering 1400 sitesin 8 countries

    Any given site in Europe has 5-20%probability of suffering from one or more ofthe problem listed.

    Computer Lockups Flickering screens

    Flickering lights.

    Overheating of transformers at moderate load

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    The Annual losses that Industries in EUface on account of poor power quality is

    to the tune of 10 Billion Euros The hourly losses experienced by a few

    businesses in the USA

    Airline reservation centers: $67,000 -$112,000

    ATM network and service fees: $12,000- $17,000

    Brokerage (retail): $5.6$7.3 million

    Credit card sales authorizations: $2.2$3.1 million

    Telephone ticket sales: $56,000$82,000

    Catalog sales centers (large retailers):$60,000 - $120,000.

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    Utility

    Supply quality

    Disturbances due to other connected loads Network

    Effect of Network impedance

    Load Non Linearity

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    Voltage Surge

    Voltage Swell

    Overvoltage Blackout

    Voltage Sag

    Brownout

    Flicker

    Harmonics

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    Voltage Surge

    - Over voltage thatcan reachthousands of volts

    - Lasts less than onecycle

    - Origin Lightning surges

    Switching surges

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    Direct Lightning stroke

    Indirect lightning stroke

    Arrives on the service drop

    Nearby stroke

    Ground potential rise

    Radiation of electromagnetic fields

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    Peak transient voltage magnitude = 1.2 to 1.8times normal voltage

    Transient oscillating frequency = 300 to 1000000Hz

    Surge protecting devices will not operate

    Capacitorswitching

    surges

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    Voltage Swell

    Over-voltage that lasts for a few cycles to a fewseconds

    20% to 30% increase in line voltage

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    Abnormality that remains for relativelylonger duration

    Causes

    Open neutral

    Abrupt reduction of load

    Overcompensation by Capacitors

    Surge suppressors may not operate, asmagnitude will be less than 2 times

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    Voltage sag

    Line voltage less than 80% of normal voltage Equipment malfunction or shutdown of control

    circuits

    Source: faults in the feeders

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    Fault at F3

    Dip to 0% at Load 3

    Dip to 64% at Load 2

    Dip to 98% at Load 1

    Fault at F1

    Dip to 0% at Load 1

    50% dip for otherloads

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    Sustained under-voltage

    Utilities deliberately reduce the voltage to reduce powerdrawn

    Brownouts result in

    Over heating of compressor motors Loss of microprocessor memory

    Reduced motor torque, increased stalling

    Overheating of motors (insulation failure)

    Tripping of protective devices

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    Zero-voltage condition that lastsfor more than two cycles

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    Cyclic variation of intensity oflamps

    Repetitive sags/fluctuation ofsupply voltage results inflickering

    Causes Loads with higher rate of

    change of power likewelding, rolling mills, cranes,etc.

    Inter-harmonics

    Effects

    Psychological effects likefatigue and reducedconcentration levels

    Disruption in productionprocesses

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    Harmonics aresinusoidal componentsof a wave, whosefrequencies are

    integral multiples ofthe fundamentalfrequency

    For the fundamentalfrequency 50 Hzintegral multiples are2, 3, 4,etc. So, 3rdHarmonic is 3 X 50 Hz =150 Hz

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    Current Harmonics through Connectedloads Non linear loads

    AC/ DC Drives

    CFLs

    SMPS

    Electronic Dimmers

    Voltage harmonics through the Utility Non linear loads connected in nearby

    industries

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    SMPS

    CFL 12 P Drive

    6 P Drive

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    Total HarmonicDistortion (as % of

    fundamental)

    Total HarmonicDistortion (as % of

    total RMS)

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    Amplitude

    Frequency

    Phase Crest Factor

    Ratio of the peak Value to the RMS value

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    R Y B

    Fundamental +120o 0o -120o

    Second harmonic+240o 0o -240o

    -120o 0o +120o

    Third harmonic+360o 0o -360o

    0o 0o 0o

    Positive sequence

    Negative sequence

    Zero sequence

    Y

    R

    BR

    B

    YR

    Y

    B

    Positive sequence Negative sequence Zero sequence

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    Ratio

    Iscc / Iload

    Harmonicodd

    numbers(35)

    ITHD

    < 20 4.0 % 0.3 % 5.0 %

    20 - 50 7.0 % 0.5 % 8.0 %

    50 - 100 10.0 % 0.7 % 12.0 %

    >1000 15.0 % 1.4 % 20.0 %

    IEEE 519-1992 Standard:

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    Triple-N harmonics are additive

    Neutral current may rise up to 150% to 210% of the phasecurrent

    Heating of neutralconductors

    At high frequency eddy current will be high

    Increased neutral current because of triple-N harmonics

    In delta circulating currents will be more (3N harmonics)

    Overheatingtransformers

    Heating because of eddy current, skin effect

    Uneven torque results in mechanical damage of shaftOn motors

    Because of increased voltage drop along the lineLow voltage at

    end loads

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    Harmonic current results in harmonicvoltage drop, which distorts the supplyvoltage

    Distorted voltage

    Higher harmonic frequencies may interferewith the data and communication line thatare laid near

    Communicationproblems

    Capacitors offer low impedance for higherfrequencies

    So heavy harmonic current results in capacitordamage

    Over-stressing of PFC

    capacitors

    Most portable do not measure true RMS value andcan underestimate non-sinusoidal current by 40%

    Frequent tripping of relays and circuit breakers

    Currentmeasurement

    problems

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    DC current flow Low frequency

    AC current flow

    High frequency

    AC current flow

    The effective area of the conductor, available for current flow,reduces as the frequency of the AC current increases. Hence, the

    resistance of the conductor increases, as the frequency increases

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    Trip level set lower than the fundamental value.

    The relay should trip as the fundamental value

    is higher than the trip level. But the presence of

    harmonics has reduced the peak value. Hence

    the protective relay will not trip.

    Mal-operation

    Triplevel set higher than the fundamental value.

    The relay should not trip as the fundamental

    value is lower than the trip level. But the

    presence of harmonics has increased the peak

    value. Hence the protective relay will trip.

    Nuisance tripping

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    Capacitive Reactance is inverselyproportional to the supply frequency

    Offers a low impedance path to theharmonic currents resulting in harmonicamplification

    Can be observed through the change inTHD levels before and after switching oncapacitor banks

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    Resonanceoccurs when

    XL=X

    C

    Maximumcurrent flow

    Impedancewill be

    minimum

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    Resonanceoccurs when

    XL=X

    C

    Minimumcurrent flow

    Impedancewill be

    Maximum

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    Surgesuppressor

    Voltage surges

    VoltageregulatorsVoltage swellVoltage sag

    Brownout

    Flicker

    UPS Voltage swellVoltage sag

    BlackoutBrownout

    Generators Blackout

    Brownout

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    Disturbingequipment

    Sensitiveequipment

    Disturbingequipment

    Sensitiveequipment

    Disturbingequipment

    Sensitiveequipment

    Not recommended

    Transformer

    Better Excellent

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    Harmonicfilter

    Passiveharmonic

    filter

    Detunedfilter

    7% 14%

    Tunedfilter

    Activeharmonic

    filterHybrid filter

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    Harmonic filter comprises of a Reactor (L) in series with aCapacitor (C)

    Such a filter has a unique resonance frequency FR at whichinductive reactance of reactor equals capacitivereactance of capacitor. FR = 1/(2LC)

    Below FRthe filter is capacitive

    Above FRthe filter is inductive

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    Resonance Frequency FR< 90% of lowest dominantHarmonic frequency

    Detuned or Harmonic Suppression Filters

    Resonance frequency FR within 10% of thefrequency of the Harmonic to be absorbed

    Tuned or Harmonic Absorption Filters

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    Standard detuned filters have a fixed percentage tuningfactor p

    Percentage tuning factor %P= (XL /XC )*100

    Standard detuned filters are available for 7% tuning factor

    The resonant frequency of the filter fR is related to tuningfactor p by fR = fS/ (p/100) = 189 Hz for 7% filter

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    Linearity

    One of the most important factor thataffects the performance of a filter

    Linearity: Change in inductance/Change incurrent

    Q factor

    Ratio of the Tuning frequency to theBandwidth

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