01_current for sag-dip testing - part 1

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  • 7/28/2019 01_Current for Sag-dip Testing - Part 1

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    ____________________________________________________

    Page 1 of 4

    Voltage Dip Testing: How Much Current Must the Dip Generator Deliver ?

    Part 1: Experimental Standard Test Load

    Alex McEachern, Senior Member, IEEE

    [email protected]

    Power Standards Lab, Emeryville, California, USATEL ++1-510-658-9600 FAX ++1-510-658-9688

    ABSTRACT

    Current required by electronic loads during and aftervoltage dip testing is investigated. A standard test load is

    constructed. This load requires only 45 amps nominal,

    but actually requires 700 amps, or more, at the

    conclusion of a voltage dip. If this peak current is notavailable, the load falsely appears to meet the testing

    requirements. For this reason, test equipment for

    performing voltage sag tests must be capable of providingvery high surge currents. Electronic sources, such asamplifiers, are generally not adequate. Transformer-

    based sag generators with fixed taps (not variable

    transformers) are generally capable of sufficient surgecurrent.

    Keywords: sag, dip, immunity, testing, SEMI F47, IEC

    61000-4-11, 61000-4-34, mains, power line

    I. VOLTAGE SAG TESTING AND AVAILABLE CURRENT

    Several standards, including SEMI F47 [1], IEC 61000-4-11 [2], and IEC 61000-4-34 [3], require testing electronic

    equipment with voltage dips. Voltage dips are brief

    reductions in AC voltage, typically lasting a second orless.

    It is not widely understood that electronic loads, at the

    conclusion of a voltage dip, may require far more currentthan their nominal current draw indeed, they may need

    more current by a factor of 15 or more. In other words, a

    load that is rated at 40 amps during normal operation may

    actually require 600 amps or more for proper dip testing.

    If the load is tested with a source that cannot provide this

    increased peak current, failure modes such as blown fusesand open circuit breakers may be missed.

    For this reason, electronic sources that provide limited

    current such as amplifiers should be used for dip

    testing with caution and skepticism about the results.

    Transformer-based dip generators can generally deliver

    sufficient current.

    II. TEST LOAD FOR DEMONSTRATING DIP CURRENT

    Fig. 1 Single-phase test load for determining voltage dip waveforms,typical of the power input circuit of single-phase electronic loads such

    as adjustable speed drives. The bridge rectifiers BR1 are rated for

    5 000 amps peak, and the capacitor C1 has an ESR of less than 8 m .

    Fig. 2 Test load schematic shown in Fig 1. R1 is a 10-ohm, 10kW

    air-radiant resistor. Hand-held meter (at left) shows scale. Nominal AC

    current is 45 Amps RMS, but rises to 750 Amps peak after a voltage dip.

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    After many dip tests of real-world equipment, a test load

    was constructed (Fig 1 and Fig 2). To simplify analysis,

    the test load was limited to single-phase. To make the

    results useful throughout the world, a test voltage of 240V

    was selected.

    The nominal AC current drawn by the test load is

    approximately 45 amps RMS. To be conservative, a 150-amp fuse (not shown in photos) was selected. However,

    as will be seen below, even this fuse melted several times

    during the dip testing. Testing was performed with a

    commercially-available sag/dip generator [4], modified todeliver up to 1750 amps peak. Typical results from a

    voltage sag are shown below.

    Cursor: -15.7ms 177.82 Volts www.PowerStandards.com

    -500

    -300

    -100

    100

    300

    500

    Volts

    L2-L3 load - m illiseconds - 12/22/03 8:15:40 AM

    -40 4 48 92 136 180 224 268 312 356 400

    Fig. 3A Typical voltage sag on AC mains 50% for 18 cycles.

    Cursor: -15.7ms 317.54 Volts www.PowerStandards.com

    -125

    0

    125

    250

    375

    500

    Volts

    Ch 21 (1000V) - m illiseconds - 12/22/03 8:15:40 AM

    -40 4 48 92 136 180 224 268 312 356 400

    Fig 3B Voltage on capacitor C1 during sag

    Cursor: -15.7ms . Am ps www.PowerStandards.com

    -1000

    -600

    -200

    200

    600

    1000

    Amps

    L2 Ld (1000A) - m illiseconds - 12/22/03 8:15:40 AM

    -40 4 48 92 136 180 224 268 312 356 400

    Fig 3C Current on AC mains reaches 700 amps peak

    Cursor: 0m s 44.58 Am ps(rms) www.PowerStandards.com

    -125

    0

    125

    250

    375

    500

    Amps(rms)

    L2 Ld (1000A) (rm s) - m illiseconds - 12/22/03 8:15:40 AM

    -40 4 48 92 136 180 224 268 312 356 400

    Fig 3D Same as Fig 3C, but expressed as RMS current.

    As expected, capacitor C1 partially discharged through

    resistor R1 during the dip. At the conclusion of the dip,

    capacitor C1 recharged rapidly. The current into the

    capacitor was limited only by the source impedance of the

    AC mains, the Equivalent Series Resistance (ESR) of thecapacitors, and the forward impedance of the rectifiers.

    The key observations for Fig 3 are as follows:

    Figure 3B shows that useful voltage remains oncapacitor C1, so the equipment may continue to

    operate during the dip

    Figure 3D shows that the pre-dip nominal

    current is 45 amps RMS

    Figure 3C shows the peak current after the dip is

    700 amps.

    A careful review of the waveforms indicates that the

    source impedance of the AC mains is the most significant

    limit on the current. The source impedance, in this case,had a magnitude of approximately 100 m, which

    includes the impedance of the cabling and the dip

    generator, in contrast to the ESR of the capacitors

    (approximately 8 m) and the forward impedance of thebridge rectifiers (approximately 1 m each, or 2 m

    total).

    At the conclusion of the sag, the voltage on the capacitorC1 is approximately 175 volts, and the peak AC mains

    voltage is approximately 241 volts. The difference of 66

    volts, with a source impedance magnitude ofapproximately 100 m, readily explains the 700 amp

    peak current.

    Of course, if the AC mains source impedance had beenlower, the peak current would have been higher. Also, if

    the capacitor had been more completely discharged, the

    peak current would have been higher.

    In other tests, not shown here, with the same load andlonger duration sags, at the end of the sag the peak current

    reached 1650 amps. The load, of course, is rated for 45

    amps RMS, so the contrast is somewhat startling.

    III. FUSE OPERATION AT THE END OF A SAG

    For test purposes, the test load of Fig 1 was equipped witha 150-amp fuse. This rating seemed more than adequate,

    as the test load actually draws approximately 45 amps

    nominal.

    However, the fuse operated (opened) after a few voltage

    sags. Fig 4 shows the waveforms.

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    Cursor: 20m s 178.8 Volts www.PowerStandards.com

    -500

    -300

    -100

    100

    300

    500

    Volts

    L2-L3 load - m illiseconds - 12/22/03 8:16:45 AM

    -40 12 64 116 168 220 272 324 376 428 480

    Fig 4A Voltage sag, with fuse opening at conclusion of sag.

    Cursor: 0m s .49 Am ps www.PowerStandards.com

    -1000

    -600

    -200

    200

    600

    1000

    Amps

    L2 Ld (1000A) - m illiseconds - 12/22/03 8:16:45 AM

    -40 12 64 116 168 220 272 324 376 428 480

    Fig 4B The 800-amp current surge at the end of the dip was sufficient

    to open the 150-amp fuse.

    Cursor: 0m s 45.21 Am ps(rms) www.PowerStandards.com

    -125

    0

    125

    250

    375

    500

    Amps(rms)

    L2 Ld (1000A) (rm s) - m illiseconds - 12/22/03 8:16:45 AM

    -40 12 64 116 168 220 272 324 376 428 480

    Fig 4C Same as Fig 4B, but expressed as RMS amps. Note pre-dipcurrent is 45 amps RMS, a reasonable level for a 150-amp fuse.

    Cursor: 0m s 318.52 Volts www.PowerStandards.com

    -125

    0

    125

    250

    375

    500

    Volts

    Ch 21 (1000V) - m illiseconds - 12/22/03 8:16:45 AM

    -40 12 64 116 168 220 272 324 376 428 480

    Fig 4D Voltage on capacitor C1. Note brief increase in voltage at endof dip, followed by continued decrease after fuse opens.

    The key observations for Fig 4 are as follows:

    Figure 4C shows that the pre-sag nominal

    current is 45 amps RMS

    Figure 4A shows that the 150-amp fuse operatedat the end of the sag.

    This load, as designed, clearly cannot handle this voltagedip even with a 150-amp fuse, the fuse opens.

    However, if this load had been incorrectly tested with a

    dip generator capable of providing only a few hundred

    amps peak which seems reasonable, but is in fact

    wrong, for a load that requires only 45 amps nominal, the

    load would not have blown its fuse. It would have been a

    false passing result.

    CONCLUSION

    Voltage dip immunity testing is a useful, practical

    engineering tool. It produces products that are strongerand more reliable. Like any engineering discipline,

    experience leads to the discovery of pitfalls and incorrect

    shortcuts.

    One pitfall is testing using a dip generator that cannot

    produce sufficient peak current. Sufficient is difficult to

    define, but in the real-world examples shown in thispaper the peak current required was 15 times the rated

    nominal current.

    The commercially-available transformer-type dip/swellgenerator [4] used for the testing in this paper was capable

    of delivering sufficient peak current.

    Electronic sources are rarely rated for delivering

    sufficient peak current for dip testing.

    ACKNOWLEDGEMENTS

    The author gratefully acknowledges the contribution of

    Edward WINTERBERGER, who constructed the test loaddescribed in this paper. MIKE QUINN ELECTRONICS, of

    Oakland, California, provided as always excellentsurplus parts at very low cost for the construction of the

    test load. I am grateful for their help. Any errors, of

    course, are solely my own responsibility.

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    REFERENCES

    [1] SEMI F47-0200, Specification for Semiconductor

    Processing Equipment, Voltage Sag Immunity.SEMI, Santa Clara, California, USA. 02-2000

    [2] IEC 61000-4-11 Ed. 2.0, Testing and MeasuringTechniques voltage dips and short interruptions

    immunity tests.

    [3] IEC 61000-4-34 DRAFT, Testing and MeasuringTechniques voltage dips and short interruptions

    immunity tests equipment greater than 16 amps.

    IEC Document 77A/444/CD

    [4] Power Standards Lab Industrial Power Corruptor

    Model IPC-480V-200A,

    http://www.PowerStandards.com/SagGen.htm

    Alex McEachern (M 1984, SM 1996) isthe President of Power Standards Lab inEmeryville,California.

    Over the last 20 years he has taught

    graduate-level power quality coursesand/or has supervised the installation ofelectric equipment in the United States,Canada, Croatia, Japan, Hong Kong,

    China, South Africa, Germany, France,Singapore, Switzerland, England, Scotland, Mexico, NewZealand, and Australia.