Droop Presentation

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    Synchronising and Load Sharing

    This presentation will deal with three phasemachines and for ease of reference will

    assume alternators are four pole and engines

    are running at 1500rpm giving 50Hz

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    Synchronising and Load Sharing

    SynchronisingThe easy bit

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    Synchronising and Load Sharing

    Synchronising is NOT load sharing.

    To synchronise generators the engines and alternators

    need not be of equal size, speed or number of poles

    The phase to phase angles need to be zero

    The frequency needs to be equalThe voltages need to be equal

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    Synchronising and Load Sharing

    The three phases are commonly referred to as R, S and

    T (or red, yellow and blue).

    As a three phase machine rotates each phase is passed

    by an alternator pole in turn every 120 of rotation,

    when two machines are in sync, like phases are at the

    same angle relative to each other and each machine.

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    Synchronising and Load Sharing

    In the example below imagine generators a and b

    are rotating in the same direction, at similar speeds.

    On the left the alternators are out of phase whilst on

    the right they are in phase, providing the enginespeed difference is not too great a circuit breaker

    could be closed connecting the units together. The

    coupled generating sets are then in parallel.

    a b a b

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    Synchronising and Load Sharing

    Synchronisation is achieved by adjusting engine speed,

    therefore frequency, and alternator voltage by either

    electronic or manual means, then closing a circuitbreaker to connect two generators together.

    The method normally adopted is to close the lead

    engine circuit breaker onto the bus bars (bus) and all

    other generators are then individually synchronised to

    the bus.There is no real limit to the quantity of units that can

    be connected together.

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    Synchronising and Load SharingAutomatic synchronisation is carried out by asynchroniser unit, this compares the bus and incominggenerator voltage, frequency and difference of phase

    angle. The unit will adjust speed about a set point butwill generally not adjust voltage, this is an alternatorAVR or voltage matching device rather than governorsystem function. The phase angle is reduced by speedvariation to a preset level (

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    Synchronising and Load Sharingallowed phase errorsetpoint (mains)generator

    voltage difference forsynchronization window

    sine.exe

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    Synchronising and Load SharingManual synchronising can be carried out in two basic

    ways,

    A synchroscope which is in the form of a meter

    and indicates synchronisation when the pointer is at12 oclock.

    Lamps cross connected between phases R to R, S toT and T to S, these form a triangle with the R to R atthe apex. When in sync The top lamp will be off

    whilst the two bottom lamps will be bright.Paralleling is then a matter of closing a circuit breaker

    by whatever means available.

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    Synchronising and Load Sharing

    Mis-synchronising will cause high mechanical stressesand may lead to serious damage. For this reason it is

    normal to include a sync check device in the control

    circuit of a manual synchronising system to prevent

    operator error.

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    Synchronising and Load Sharing

    Any Questions?

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    Synchronising and Load Sharing

    Load SharingThe difficult bit

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    Synchronising and Load Sharing

    Defining Load

    Load can be discussed in two ways, true power (kW)

    and reactive power (kVa) As engine manufacturers kW

    is the only unit that can be dealt with.

    Load is often referred to in amperes, this may as well

    be ducks or elephants, it means nothing in terms of

    power without either a kW value or known voltage and

    cos (power factor).

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    Synchronising and Load SharingThe formula to work out load is

    V x I x 31000

    For a generating set running at 415 Volts, and 700Amps the reactive load is 502 kVa, if the power factoris introduced into the equation then the true activepower (kW) can be seen.@ cos 0.7 true power is 502 x 0.7 = 351kW

    @ cos 0.95 true power is 502 x 0.95 = 476kWFrom this it can be seen for the same voltage andcurrent true power (kW) varies widely

    = kVa x cos = kW

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    Synchronising and Load SharingCos is dependent on three things;

    The power factor of the load if the application is

    island operation. The difference in voltage between the generators in

    parallel with each other and the load.

    The difference in voltage between a generator andgrid when paralleled together.

    What the figures in the previous slide indicate is that if

    two or more generators are in parallel and they show

    the same current they are not necessarily sharing load

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    Synchronising and Load Sharing

    There are two methods of load sharing

    DroopA decrease of desired speed for an increase in load

    IsochronousNo change of desired speed with a change of load

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    Synchronising and Load SharingReactive load sharing

    Like an engine, an alternator requires voltage droop to

    share load, in this case reactive (kVa) load sharing. AskVa is affected by power factor the closer the power

    factor is to cos =1 then the better the reactive load

    sharing is.

    Even if a group of generators are running with

    isochronous load sharing, alternator voltage droop isstill required.

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    Synchronising and Load Sharing

    To successfully load share there must be

    Engine droop or an isochronous load sharing deviceto share active (kw) load

    AND

    Alternator voltage droop or, when parallel with thegrid, a power factor controlling device to sharereactive (kVa) load

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    Synchronising and Load Sharing

    Load Sharing With Droop

    The origins of droop lie in the mechanical losses

    associated with purely mechanical governing systems.

    With the advent of electronic and hydraulic governors

    droop could be set to zero however to share load in a

    simple group of generating sets droop is required.

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    Synchronising and Load SharingDroop is expressed as a percentage and is the

    difference between no load speed and full load speed,

    droop is calculated thus,

    No load speed - full load speed

    Full load speed

    1560 - 1500

    1500

    x 100 = Droop %

    x 100 = 4 %

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    Synchronising and Load SharingDroop will give a fixed load for a given speed.

    For example;

    If an engine, regardless of power output, with a rated

    speed of 1500 rpm has 4% droop then with no load the

    engine will run at 1560 rpm, at 1530 rpm the load will

    be 50% and at 1500 rpm the load will be 100%.

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    Synchronising and Load Sharing

    If this engine is connected to a generator and is in

    parallel with another engine driven generator with thesame droop setting then at no load the engines will run

    at 1560 rpm, as load is added and speed droops to

    1530 both engines will be at 50% load, as more load

    is added the speed will droop to 1500 rpm at 100% of

    rated load for each engine.

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    Synchronising and Load SharingDroop gives stability to a system, higher droop settingsresult in more accurate load sharing, normally droopwill be set in the region of 4 5%.

    Without droop 1500 rpm could equate to any loadbetween 0 and 100%. If two or more generators wereconnected in parallel the result would be very unstableload sharing.

    Electronic load sharing systems do not rely ondroop and can control engine output by means ofcontinual measurement and adjustment of outputpower.

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    Synchronising and Load Sharing

    L o a d

    S

    p

    eed

    1 0 0 %0

    1 5 0 0

    1 5 0 0 +

    % D ro o p

    Is o ch ro n o u s

    D ro o p

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    Synchronising and Load Sharing

    Isochronous Load Sharing

    Isochronous load sharing allows generators to run inparallel at a constant speed regardless of the load on

    each engine. The kW output from each engine is

    measured by a load sharing device, generally these

    devices talk to each other and continually adjust

    engine fuelling to maintain an equal percentage kW

    load on each engine.

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    Synchronising and Load Sharing

    Any Questions?

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    Synchronising and Load Sharing

    Poles v Hz v Speed

    Number of pairs of poles x speed = Hz

    60

    Example for a four pole machine running at 1500 rpm

    2 x 1500 = 3000 = 50Hz

    60 60