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1 Phase controlled wave rectifier complete control circuit type with pure cosine power electronics I JOSE JEAN CARLOS VALERO 1090520 E-mail: [email protected] DANIEL BALLESTEROS 1090655 E-mail:[email protected] GUSTAVO ADOLFO ROJAS 1090406 E-mail: [email protected] ABSTRACT: I In this report the design of a single-phase full-wave controlled rectifier, offset from the signal, investment, and generating comparison pulses which activate the gate of SCR bridge rectifier, in order to control the power shown which is supplied to the load by varying the reference. And whose functionality was reviewed step by step through simulations with the Orcad software and then checked with its implementation. KEYWORDS: Single Phase Rectifier, shot, inductive, reference, power, control. 1. INTRODUCTION The development process has allowed the Power Electronics evolve the functionality of Power Semiconductor Devices, as the SCR. By switching of power semiconductor devices and control processes conversion of electrical energy in industrial applications are made. In the thyristor activation techniques seen so far, the control variable is the electrical resistance; that is, the firing angle, voltage and power supplied to the load is controlled by varying this. There is, therefore, a control circuit, which acts on the firing instant of the thyristors regulates the conversion, although in actual control system, these methods have limited application, as few sensors provide resistance variation to a change in the input variable. However, it is very common for sensors provide current and voltage levels, since this signal conditioning is easier. A phase controlled thyristor is activated by applying a short pulse to its gate and deactivates firing the other thyristor rectifier during the negative half cycle of the input voltage. From the knowledge held in different areas of power electronics design a single-phase controlled rectifier without feedback for a highly inductive load, where its functionality was revised in Orcad software allowing shown corroborate that the calculations were correct and then turn to implementing it. In this practice we analyze the single-phase circuits and also the control circuit is by crossing cosine, which is important to consider some aspects to a good response in the load. Let's look at the step by step development of practice. 2. GENERAL PURPOSE Design and build a circuit for controlling the conduction angle of the SCR of a single-phase full wave bridge rectifier, by pure cosine type control. The voltage at the load to be controlled with a DC signal that varies between 0 and 10 V. A resistive-inductive load is used. To reduce the risk of electric shock, a step- down transformer 120 / 25V is used, 60 Hz, for the power circuit. 3. PRELIMINARY ANALYSIS

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  • 1

    Phase controlled wave rectifier complete control circuit type with pure cosine power

    electronics I

    JOSE JEAN CARLOS VALERO 1090520

    E-mail: [email protected]

    DANIEL BALLESTEROS 1090655

    E-mail:[email protected]

    GUSTAVO ADOLFO ROJAS 1090406

    E-mail: [email protected]

    ABSTRACT: I In this report the design of a

    single-phase full-wave controlled rectifier,

    offset from the signal, investment, and

    generating comparison pulses which

    activate the gate of SCR bridge rectifier, in

    order to control the power shown which is

    supplied to the load by varying the

    reference. And whose functionality was

    reviewed step by step through simulations

    with the Orcad software and then checked

    with its implementation.

    KEYWORDS: Single Phase Rectifier, shot,

    inductive, reference, power, control.

    1. INTRODUCTION

    The development process has allowed the

    Power Electronics evolve the functionality

    of Power Semiconductor Devices, as the

    SCR. By switching of power semiconductor

    devices and control processes conversion of

    electrical energy in industrial applications

    are made. In the thyristor activation

    techniques seen so far, the control variable is

    the electrical resistance; that is, the firing

    angle, voltage and power supplied to the

    load is controlled by varying this.

    There is, therefore, a control circuit, which

    acts on the firing instant of the thyristors

    regulates the conversion, although in actual

    control system, these methods have limited

    application, as few sensors provide

    resistance variation to a change in the input

    variable. However, it is very common for

    sensors provide current and voltage levels,

    since this signal conditioning is easier.

    A phase controlled thyristor is activated by

    applying a short pulse to its gate and

    deactivates firing the other thyristor rectifier

    during the negative half cycle of the input

    voltage. From the knowledge held in

    different areas of power electronics design a

    single-phase controlled rectifier without

    feedback for a highly inductive load, where

    its functionality was revised in Orcad

    software allowing shown corroborate that

    the calculations were correct and then turn to

    implementing it. In this practice we analyze

    the single-phase circuits and also the control

    circuit is by crossing cosine, which is

    important to consider some aspects to a good

    response in the load. Let's look at the step by

    step development of practice.

    2. GENERAL PURPOSE

    Design and build a circuit for controlling the conduction angle of the SCR of a

    single-phase full wave bridge rectifier, by

    pure cosine type control. The voltage at

    the load to be controlled with a DC signal

    that varies between 0 and 10 V.

    A resistive-inductive load is used. To reduce the risk of electric shock, a step-

    down transformer 120 / 25V is used, 60

    Hz, for the power circuit.

    3. PRELIMINARY ANALYSIS

  • 2

    3.1 Operation phase controlled rectifier bridge.

    In this arrangement, the diodes forming the

    uncontrolled rectifier bridge are replaced by

    thyristors SCR, enabling the phase control

    of a full-wave input signal. The circuit can

    be seen in Figure 1.

    Figure 1. Anonym. Ciar. Single phase bridge controlled rectifier type. Converters AC / DC Rectifiers. Obtained: http://jeissonsaavedraelectronicengineer.files.wordpress.com/2012/09/tema-3-ep-v14.pdf

    Thyristors T1 and T4 conduct during the

    positive half cycle of the input, and T2 and

    T3 thyristors in the negative. That means

    that the thyristors will shoot two at a delayed

    phase angle from zero crossing of the input voltage. 2 show the waveforms of the

    input current and the output voltage of the

    rectifier.

    Figure 2. Anonym. Ciar. Waveforms fully controlled bridge rectifier with resistive load. Converters AC / DC Rectifiers. Obtained: http://jeissonsaavedraelectronicengineer.files.wordpress.com/2012/09/tema-3-ep-v14.pdf

    ( ) ( )

    ( ) ( )

    The average component of the waveform is

    determined from:

    Therefore, the average output current is:

    ( ) ( )

    ( ) ( )

    The power delivered to the load is a function

    of the input voltage, the shooting angle and

    load components. To calculate the power in

    a resistive load is used , where.

    ( )

  • 3

    The effective current generator is equal to

    the effective load current.

    With Rl and a discontinuous load current

    is required to do a different analysis.

    To wt = 0 and no-load current, the SCR T1

    and T4 bridge rectifier are polarized directly

    and polarize T2 and T3 are reversed when

    the generator voltage becomes positive. T2

    and T4 were activated when they are applied

    gate signals for wt = . When T1 and T4 are on, the charging voltage is equal to the

    generator voltage. For this condition is

    identical to the circuit controlled half-wave

    rectifier function and the current will be:

    ( ) [ ( ) (

    ) ( ) ] ( ) To:

    Where:

    ( )

    (

    )

    The function above current becomes zero at

    wt = . If

  • 4

    Figure 4. . Anonym. Ciar. Curve voltage-current characteristic of a thyristor (SCR). Obtained: http://usuaris.tinet.cat/fbd/electronica/tiristor/tiristor/tiristores.html

    Phase Control Thyristors: They operate at

    the line frequency and neutralized by natural

    commutation also known as SCRs. Used an

    amplifying thyristor gate, in which an

    auxiliary thyristor is triggered by a gate

    signal to the main thyristor.

    a. Control circuit cosine crossing

    Figure 5. Block diagram circuit cosine cross firing.

    The control circuit must provide a linear

    control characteristic, so that the control

    response does not depend on the operating

    point of the converter. The trigger pulse

    thyristor is obtained by comparing an

    appropriate voltage signal with a control

    voltage.

    In this project we control the SCR by cross

    firing circuit cosine whose block diagram is

    shown in Figure 3.

    The operating principle is to monitor the

    input signal through a step-down

    transformer to obtain a sample of the

    appropriate phase.

    Is derived to obtain a cosine function. We

    now have, at the output of the phase shifter:

    Where Vm is the magnitude of the input

    signal and Vp is the magnitude of the output

    signal down transformer.

    If the signal of equation (5) is reversed, the

    two signals form:

    And if the signal Vc control varies only in

    the range defined by 0

  • 5

    (

    ) ( )

    If the optocouplers defined in turn triggering

    the SCR's, and remember that the equation

    defining the average value of the output

    signal converter is:

    ( ) ( )

    OPTOCOUPLER

    Diode LED and Phototransistor

    The optocoupler is a device which consists

    of a LED diode and a phototransistor, so that

    when the LED emits light, illuminates the

    phototransistor and drive.

    These two elements are coupled in the most

    efficient way possible.

    The output current of the optocoupler IC

    (phototransistor collector current) is

    proportional to the input current IF (current

    through the LED).

    Figure 6. Anonym. (c.2008).Typical with phototransistor circuit. Projects electronics, obtained: http://www.proyectoselectronics.blogspot.com/2008/09/optoacoplador-que-es-y-como-funcionan.html

    THE DIFFERENTIAL AMPLIFIER

    The differential amplifier has two input

    signals (applied to the inverter and non-

    inverting terminal), producing a voltage

    proportional to the difference between the

    input voltages output.

    The difference between the input voltages is called differential input voltage Vid.

    The differential gain (Ad) is the gain of the amplifier.

    The input voltage common mode (VicM) is the average of the input voltages.

    Figure 7. Germn Villalba Madrid, Miguel A. Zamora Izquierdo. Circa. Differentiating circuit. University of Murcia. Differential Amplifier Obtained: http://ocw.um.es/ingenierias/tecnologia-y-sistemas-electronicos/material-de-clase-1/tema-6.-amplificadores-operacionales.pdf

    4. PLANNING

    1. From the proposed block diagram of Figure 4, is asked to design a control

    circuit using the cosine crossing method,

    using analog discrete components.

  • 6

    V (t): cosine signal source or reduced value

    ramp synchronized with the AC power

    source...

    Vc: control DC signal variable between 0

    and 10 V, for the driving theoretical angle

    varies between 0 and 180 degrees...

    a. Adaptation of the signal

    For a transformer circuit 120/25 / 12.5 V.

    The operational amplifier (084 TL) be

    polarized with 15 volt requiring that a

    voltage divider is made to ensure maximum

    excursion transformer is used, besides the

    comparison voltage will vary between 0 and

    10.

    To achieve the objective it is necessary to

    implement the following circuits.

    4.1 90 phase shifter circuit

    Requires that the cosine signal is therefore

    the 90 phase shift to the input through an

    RC filter in follower mode is performed.

    The following calculations were made:

    The value of C = 100 nF is assumed.

    Knowing that f = 60 Hz and = 90 , then:

    The circuit to implement is as follows:

    Figure 8. Phase shifter circuit.

    And whose simulation waveform is

    obtained:

    Figure 9. Waveform phase shift of 90.

    4.2 inverter voltage.

    As should have two pulses, one 180 out of

    phase from the other, you must generate a

    positive and a negative signal, ie 180 out

    of phase. Therefore it requires an inverter to

    the offset.

  • 7

    Figure 10. Voltage inverter circuit.

    Figure 11. Cosine wave form out of phase 180 .

    4.3 comparator circuit

    Two comparator circuits, one for tripping on

    wt = comparing the output of the phase shifter follower with the reference voltage

    and the other for triggering in wt = + , are used. The output voltage is equal to Vcc

    during the time when V + is greater than V-,

    so that a step signal is generated.

    Figure 12. Circuit voltage comparators.

    Figure 13. graph obtained from the comparator circuit.

    4.4 Control Circuit

    To isolate the control circuit used with the

    power diodes optocouplers MOC 3010. We

    place between gate and cathode of the SCR

    to protect it. Furthermore insert a

    freewheeling diode in parallel with the load

    anti reduction of the negative peak and

    ensure the discharge of the coil.

    4.5 Coupling step

    Way to separate the control stage and the

    power stage is through optical coupling.

    Four optocouplers, where two of them are

    connected together and they reach the output

  • 8

    of comparator 1 and the output of

    comparator 2 comes to those remaining

    optocouplers are used. This means that two

    optocouplers operate in a half cycle as the

    comparison signal.

    Figure 14. optical coupling.

    4.6 Power amp

    Controlled in the bridge, due to the

    properties of the power element, by varying

    the firing angle of the SCR, the average output voltage Vdc also change.

    Figure 15. Controlled rectifier bridge.

    Figure 16. Waveform controlled full wave rectifier with highly inductive load. (German Gallego, power electronics slides)

    The average output voltage to a highly

    inductive load is:

    ( )

    ( )

    ( )

  • 9

    [ ( ) ( )]

    [ ( ) ( )

    ( ) ( ) ( )]

    [ ( )]

    ( )

    With reference to the waveforms of source

    voltage and load current, the power factor of

    the single phase full wave rectifier bridge

    type with highly inductive load is:

    Figure 17. Voltage waveforms at the source and load current for phase controlled rectifier with inductive load. (German Gallego, power electronics slides)

    ( )

    ( ( ( ))

    )

    ( )

    ( ( )

    )

    ( )

    ( (

    ( )

    ) ( )

    )

    ( )

    (

    ( )

    )

    ( )

    ([ ] )

    ( )

    ( )

    ( )

    The distortion factor and THD is:

  • 10

    ( )

    ( )

    As the waveform is AC, and is odd signal,

    we have:

    ( )

    ( )

    ( )

    ( )

    ( )

    ( )

    2. Draw a block diagram that includes all

    stages of the control circuit and power

    circuit.

    Figure 18. Block diagram of the circuit cross firing cosine.

    3. Draw the circuit diagram of the power circuit using the transformer 120 / 12.5 /

    12.5V, 60 Hz.

    Annex 1.

    4. SPICE simulation, the operation of the

    power circuit for = 30, 60, 90 and 120 degrees.

    = 30

    Figure 19. graphic to 30.

    = 60

  • 11

    Figure 20. graphic to 60.

    = 90

    Figure 21. graphic to 90.

    = 120

    Figure 22. graphic to 120.

    5. EVALUATION

    4. Draw the following graphs:

    a. Effective load voltage vs voltage control.

    The data obtained for the graph are:

    Vcontrol= [11 10 9 8 7 6 5 4 3 2 1];

    Veffective= [23 22.9 20 16 14.1 11.9 9.10

    6.5 5.1 2.2 1.4];

    Figure 23. Graph of voltage effective vs control voltage obtained with MATLAB 2012.

    b. Shooting Angle vs voltage control.

    Angle= [30 50 70 90];

    Control= [9.5 7.91 3.48 0];

    Figure 24. Graph of Angle vs control voltage obtained with MATLAB 2012.

    c. Load voltage for = 30, 60, 90 and 120 degrees. Comparing the waveform obtained

    on the oscilloscope with the SPICE circuit

    simulation.

    = 30

  • 12

    Figure 25. Operation of the power circuit for = 30 degrees.

    = 60

    Figure 26. Operation of the power circuit for = 60 degrees.

    = 90

    Figure 27. Operation of the power circuit for = 90 degrees.

    = 120

    Figure 28. Operation of the power circuit for = 120 degrees.

    Comparing the waveform obtained on the

    oscilloscope with the SPICE circuit

    simulation, we see a very similar but with

    increasing angle by more than 90 cannot

    fully appreciate the present variation.

    d. Waveforms of the voltages at the output

    of each of the control circuit block.

    For the implementation we use the TL084

    integrated circuit, consisting of four

    operational amplifiers and reduce space on

    the breadboard mounting.

    Used were the SCR and the optocoupler

    MOC3010 S106.

    5. CONCLUSIONS

    The cross firing circuit allows cosine linearize the relationship of the average

    output voltage in a semi converter

    powered by this circuit and a voltage

    control signal.

    For effective control, it is necessary that the control voltage does not exceed the

    peak voltage of the cosine signal.

    To isolate the power amplifier control stage has used an optical interface using

    the integrated MOC3010, as using a

  • 13

    magnetic interface, required external

    components and a large number of

    sources.

    The inductance when loaded does not provide the necessary current, thus the

    energy supplied is not enough to keep lit

    thyristors and off.

    Observe through the graph of voltage vs. control firing angle high linearity in the

    output response, indicating that the phase

    control by full wave rectifier cosine

    crossing behaves with linear transfer

    function and system response to an

    increase in the control variable does not

    depend on firing angle ; which is a desirable feature.

    We proved that the antiparallel diode in the load RL produces a marked decrease

    of the negative load voltage zero crossing

    after, the process also serves to degauss

    coil. Also noteworthy protection diode

    connected to the gate of the SCR to

    protect it.

    At time of connecting the firing pulses to the power circuit, should take special care

    in assigning that pulse is connected to

    that pair of SCRs, considering the

    polarity of the AC signal, as this should

    be positive when cathode of the SCR is

    positive - pulses, so the anode voltage is

    applied. Otherwise control will fail.

    Is necessary to invert the control voltage as the output signals of the adders are

    displaced negatively, ie with a negative

    offset voltage to effect compared

    correctly and properly generate the firing

    pulses.

    When exchanging cables pulses our circuit to each pair of SCRs was evident that he had control of a form, we

    conclude that this occurred because it

    must take into account the polarity of the

    AC signal, as this should be positive

    when the pulses, thereby applying the

    voltage anode - cathode of the SCR is

    positive. Otherwise no control not is held.

    6. BIBLIOGRAPHIC REFERENCES

    [1] OGATA, Kantsuiko. Control engineering problems using Matlab. Prentice-Hall Iberia.1999

    [2] Germn Gallego. Slides Power Electronics I. Unidad IV. unpublished

    manuscript.

    [3] Converters AC / DC - Rectifiers.Barcelona (2010, Nov 25).

    Available in: tec.upc.es/el/TEMA-

    3%20EP%20(v1).pdf Date of

    consultation:25/11/2014

    [4] MUHAMMAD H. RASHID. Power Electronics. Edition. Mxico D.F.

    Editorial Prentice Hall, 1993. PAG. 118-

    124

    [5] Trip circuit thyristorgdcjorgeprueba.wikispaces.com

    [6] J. A. Pompilio, Power Electronics ", State University of Campinas,SP - Brasil.

    Pag (15)

  • 14

    ANNEXS

    1. ANNEX 1