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  • 8/17/2019 7117171-A-New-Method-for-Power-Factor-Correction-and-Harmonic-Elimination-in-Power-Systems.pdf

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    810

    -

    A

    New Method for Power Factor orrection and Harmonic Elimination

    in Power Systems

    I. Kasikci, MIEEE, VDE

    University

    of

    Applied

    Sciences

    of

    Mannheim,

    Germany

    TeVFax: +49-620

    1

    I 82301, E-mail: I m a i l .~ ~ s i ~ c i i u r h ~ i n i i i ~ i n . ~ ~. i n i l

    Abstract : The influence of power electronics-based

    technology, which is increasingly used, has disadvantageous

    effect on the quality of electric power supply. Pure sinuso idal

    voltage supply does not exist anymore. Low and medium

    voltage power systems are polluted to an increasing extent

    by

    harmonic currents and voltages, voltage fluctuation, voltage

    unbalance, voltage sags, voltage swells and flicker This paper

    presents an new configuration for power factor co rrection and

    harmonic current elimination in electrical power systems. A

    single-phasecontrol concept is discussed for simplicity. It also

    presents a brief discussion of the main problems in the

    distribution power systems.

    Keywords: Reactive power compensation, Harmonics, Active

    Filters, Control

    ,

    EM1

    I.

    INTRODUCTION

    The increased use of non-linear devices cause voltage

    distortion in the network. This leads to malfunctions of

    the electric facilities and to costly interruptions of

    production.

    The filter circuit parameters are analysed and described.

    This filter configuration provides an alternative

    approach to the existing one. According to the test

    results, the proposed approach can achieve a complete

    elimination of harmonics.

    The sw itched-capacitor active filter was first presented

    in 19 82 by C.C. Marouchos

    [ I ]

    and

    is

    fundamentally

    different fiom the inverter configuration. T he switched-

    capacitor configuration removes the requirement for a

    large current or voltage source, which leads, not only to

    a reduction in cost but also in physical size [2,3].

    Another configuration of shunt active filter was

    developed in [4]. The major drawback of these circuit is

    that the control algorithm is very complicated, time

    consuming and produces itself resonances.

    As

    described in [5] a sampling control is used and a load

    is applied to the inverter which requires only the control

    of the fundamental current for power factor correction.

    In this paper, it is shown that the circuit is capable of

    correcting not only the power factor of the

    fundamentals but also of eliminating the harmonics and

    ver easy to control. In recent years the proliferation of

    non-linear loads has lead to the development

    of

    active

    filters designed to eliminate current harmonics from the

    power supply network.

    0-

    78C3-

    49 ?-6:00:$18. O 20901EEE

    This paper examines shunt active filter inverter and

    passive filter, highlighting the co mplexity of the control.

    Two different approaches are investigated, with the aim

    of

    reducing the computational requirements associated

    with the control technique and hence increase the

    applicability of the propos ed system.

    A significant simplification is presented which eases the

    somewhat laborious, but never the less unavoidable

    computational requirements. A new control unit is also

    developed providing

    an

    alternative to the dominated

    computer controlled very complicated techniques.

    The main characteristics of a non-linear supply are the

    voltage interruptions, harmonic pre-distortions and

    unbalance in the three phase systems. O n the other side,

    the main characteristics of a non-linear loads are the

    harmonics, hndamental reactive current, unsymmetrical

    parts and the stochastic fluctuations called flicker.

    There is a strong coupling between reactive power

    balance and of a power system and the voltages. Today,

    many techniques are used to compensate the reactive

    power. Shunt and series com pensation is widely used in

    the industry.

    Two possible loads can be discussed in this point of

    view. The non-linear supply voltage which influences

    the loads behaviour and non-linear loads which cause

    voltage distortions in other supply feedings.

    Fig.1 represents the proposed active power filter

    configuration. The proposed new control block diagram

    shows nine main sections constituting the power active

    filter structure. The harm onic cu rrent generated by non-

    linear load is detected and fed back to the reference

    current estimator, in conjunction with the other system

    variables. The resulting reference signal drives the

    overall system controller, which, in turn, generates the

    control effort necessary for the switching pattern.

    The resulting filter current is also detected and fed back

    to the controller. The power and filter circuit is then

    connected to the PCC. Shunt active filter is connected to

    the main power circuit as shown in the single-line

    diagram of Fig.2.

    I t

    is mainly aim ed towards cancelling

    the load current harmonic as it has the ability of

    controlling the amount of current flowing in the circuit.

    It can also contribute to reactive power compensation

    and balancing of three-phase currents, transients and

    flicker.

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    PCC Measurements

    -

    r l

    ilter elements

    ..................... .............. ................................................................................ t r

    I

    _.................. .... .........

    Switching Overall

    i Controller

    Strategy System

    .............................................

    Detector I

    %. " .......-

    . .

    .

    Reference

    current

    Estimator

    1 1

    Actual current

    .... . .................. ............

    ........... ........

    Fig.1 Complete Control Diagram

    for

    the proposed System

    v cy

    C D C

    ...................

    VSI

    s

    s

    r

    ........................... ...................................... .....-.....

    c

    lComp

    V F

    AC-Passive F ilter

    T-Network

    PCC

    ion-linear Load Supply Voltage

    N LL

    Non-

    linear

    Load

    Current C ontroller

    i

    Actual current , Reference current, Switch condi tions, P W nd H ysterisis controller, Supply

    voltage, Load current)

    L

    ..

    ................

    .....................................................................................................

    Fig.2: S ingle-phase

    Full

    Bridge Inverter-Filter Scheme

    - 8 1 1

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    - 812 11. ANALYSIS OF

    THE

    FILTER

    The problem relating to current harmonics is very

    important in lo w and medium power applications. It is the

    value of the current and its waveform that determines many

    of the power system design criteria Fig. 3 . Due

    to

    the

    non-linear nature of the load, the load current

    iL

    , consists

    of a fundamental component i as well as harmonic

    components ihormwhich in the absence of the active filter

    are present within the supply current i s , polluting the

    power system. Therefore if i = i,, then is = i where

    i, contains only the fundam ental component.

    Most active filters designed for this purpose are voltage or

    current fed inverter configurations, using various switching

    techniques to control the compensation signal. The inverter

    configuration relies on the availability of a constant dc

    voltage

    or

    current source in order to generate the required

    compensation signal. This is accomplished by the use of

    large reservoir capacitors or inductors, which are not only

    expensive but are also physically very large.

    Network

    m

    Fig.3: Basic structure of shunt-active power-

    filter configurations

    The parallel connected active filter generates a

    compensation signal i, ,which then supplies the harmonic

    components required by the load, shown below:

    (1 )

    . . .

    is

    = i L

    - 1 ,

    = i i, -i

    The energy required to maintain this constant dc level is

    obtained from the supply via the inverter, this limits the

    performance of the filter.

    Using Fig. 4 as an example, the rate of change of current

    within the inverter inductor

    L,

    is controlled

    as

    follows:

    tr. 11

    t

    t

    Fig.4: PW M-hysterisis switching technique

    For the top boundary

    For the bottom boundary

    .

    Idv

    -

    = 2 Ts

    +T,)

    3)

    To achieve a hysteresis control band w idth

    1

    the current,

    which is controlled, can be calculated fiom:

    4)

    To

    avoid the harmonics in the main power current and

    supply voltage a filter is designed and applied to a single

    VSI.

    The filter resistance R is inserted to restrain the

    oscillation of the capacitor of the network and inverter

    inductance.

    A

    lower value

    of R ,

    gives the best results of

    the smoothing of the network current and supply voltage.

    On the other hand, the filter capacitor C Fm us t be large

    enough to absorb the current and vo ltage ripples. In order

    to limit the failure current the following equation gives:

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      813

    -

    The resonance frequency is:

    fr -

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    814

    25,

    23-

    15-

    10-

    :C111..:0 20 3 4

    5

    Fig.

    6 :

    Current harmonic spectrum before comp ensation

    2

    l

    e 10

    20 30 40

    5

    Fig.

    7:

    Current harmonic spectrum after compensation

    4,682"

    . .

    : 10A

    _ I

    ......................

    ...

    . . .

    . ?

    ......................

    . . +-++A

    . . . . . . . .

    . . . .

    .

    ,:

    .

    .:

    ....

    x _: .....

    x . ....... 3 ......:vi.. ..

    Fig. 8: Load Current waveform

    226,Ou::

    ms 22911-2 ~ ~ :RX

    in

    SO ,OH ~

    'gqo ?

    .-. ;R.

    ...

    $?

    ...... I 2. . . . . . . . . :%........

    ;

    . ;

    ? ' .

    I

    ::

    :

    0.

    i

    i 1 ::. :

    : : : : : : i

    .... : :....>,.,I

    .......:... ... ..5,..:..

    \ :

    %

    S J

    : .t

    . .

    ; i

    . -

    a) Inverter Current

    2.1 572

    b) Compensated C urrent

    1 4 lb

    10.2 P

    4995

    HZ

    2140 C

    995

    Xr

    00

    2.154

    7

    13 K

    4

      4 13 17 21 25 29 33 37 41 45 49

    c) Harmonic Spectrum

    Fig.9: Loading condition

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    IV.

    EMC COMPATIBILITY

    Th e EM1 generated by the proposed system was m easured

    when employing both hysterisis and PWM techniques.

    Permissible level of electromagnetic emissions of the

    switching power devices is given in Fig.

    10, 

    in conjunction

    with the emitted harmonics. These indicate that the passive

    filter and the proposed switching technique meet the EM1

    regulations.

    The emitted interference is decreased about 30 dBN. The

    passive filter designed traps the high fkequency harmonics

    as shown in the Bode plots of Fig.

    11.

    It stops these

    harmonics ffom penetrating into the supply and hence

    hr the r reduces the EM1 generated by the system.

    . lr

    Fig. 10: Permissible level of the electromagnetic emissions

    I I

    Fig. 1 1 : Bode

    diagram

    of the transfer hnc tion

    successfu lly filters unwan ted harmon ics generated by a

    non-linear load.

    8

    15

    -

    By using PWM and hysterisis control method outlined

    above the switching patterns required to control the filter

    can rapidly be determined, and therefore the filter can

    respond to varying load.

    The main advantage of this technique is that it does not

    require very complicated computer algorithms and

    microprocessors. Simulation and experimental results show

    that this new method can eliminate a wide range of

    harmonics currents, flicker and transients. Power factor

    correction is also possible.

    Further, the response time

    of

    the controller much faster

    comparing to the existing comm ercial power conditioner.

    VI. REFERENCES

    [1] Marouchos C.C., “Switched Capacitor Circuits For Reactive

    Power Generation”, PhD Thesis, 1982.

    [2] Mehta P., Darwish

    M.,

    Thomson T., “Switched Capacitor

    Filters”, IEEE trans on Power Electronics, Vo1.5, No.3, July

    1990

    Koozehkani Z.D., Mehta P., Darwish M.K.,”An active filter

    for retrofit applications”, in PEVD-96, Nottingham, UK.

    El-Habrouk M., Mehta P., Darwish M.K., ‘‘ A new active

    filter for power sytem applications”; I N P O W E R 9 8 ,

    October 1998

    Masaaki Ohshima, Eisuke Masada: Novel error tracking

    mode ac current waveform control method and ac filter

    design procedure, Sevilla EPE 95 , page 2.472-2.477.

    [3]

    [4]

    [5]

    VII. BIOGRAPHY

    Ismail Kasikci was bom in Turkey, on September

    1,

    1952. He

    received two Dipl.-Ing. degrees from the University of Applied

    Sciences of Darmstadt in Germany and the MPhil and PhD

    degree from Brunel University London. He has been working in

    the industry more than 15 years as a Chief Design Engineer. He

    is responsible for design and development of electrical power

    including power distribution networks, transformer stations,

    protection and control of electrical systems. He is also a Lecturer

    at University of Applied Sciences of Mannheim Germany and

    VDE in Berlin. His special fields of interest is reactive power

    compensation and harmonics, design, protection and control of

    electrical power systems, VDE and IEC regulations. He is an

    author

    of

    tree books in electrical engineering being published

    in

    2000 in German and another tree books in Turkish. He is a

    member

    of

    VDE and IEEE.

    V.

    CONCLUSIONS

    The results presented show that the shunt active power

    filter configuration combined with a passive filter