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    NATIONAL UNIVERSITY OF SINGAPORE

    EXAMINATION FOR

    (Semester I: 2010/2011)

    EE3302/EE3302E INDUSTRIAL CONTROL SYSTEMS

    November/December 2010 - Time Allowed: 2Hours

    INSTRUCTIONS TO CANDIDATES:

    1. This paper contains FOUR (4)questions and comprises FIVE (5)pages.

    2. Answer all questions.

    3. All questions carry equal marks.

    3. This is a CLOSED BOOK examination. However, each student may bring ONE (1) A4

    size crib sheet into the examination hall

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    EE3302/EE3302E Industrial Control Systems/ Page 2

    Q.1 In a production factory, a simple elevator is to be used to transfer materials from a

    lower to the upper floor as shown in Fig 1. The elevator will travel between two

    extreme positions corresponding to the lower floor and upper floor. S1 and S2 are

    proximity sensors which will turn on when the elevator is at the lower and upper levelrespectively.

    There is a control panel containing a pushbutton (G) at the lower floor to command

    the elevator to proceed to move up after the loading of materials is done. The elevator

    will then move to the upper floor for the materials to be unloaded. There is a control

    panel containing a pushbutton (R) to signal that the unloading has been completed

    and to command the elevator to return to the home position at the lower floor. The

    elevator is actuated by a motor to move in the up or down direction via the UP and

    DOWN inputs to the motor.

    Fig. 1

    (a)

    Provide a diagram to show the physical connections of the PLC.

    (5 marks)

    (b) Provide a Sequential Function Chart for the sequence control.

    (8 marks)

    (c) Provide a ladder program to implement the logic.

    (8 marks)

    Finally, include a non-repeat locking feature to disallow commands due to the R

    and G push buttons continuously actuated (i.e., the buttons have to be released andactuated to issue the next command).

    (4 marks)

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    EE3302/EE3302E Industrial Control Systems/ Page 3

    Q2

    (a) Explain the main characteristics which can be used to identify a cascade control

    system.

    (3 marks)

    Provide two block diagrams to show the differences between a series and a parallel

    cascade control system.

    (4 marks)

    (b) Fig. 2 shows the block diagram of a process with input u, primary output y and a

    secondary output v(both vand y).

    If v is known to be affected by a disturbance wwhich cannot be measured, draw a

    block diagram of an advanced control scheme for the process.

    (4 marks)

    Explain why it can be effective.

    (5 marks)

    Explain how this controller should be designed/tuned. If a plain proportional gain is to

    be used for any controller needed, design any control gain to give closed-loop

    stability.

    (9 marks)

    2.01)(2+= s

    sG

    v yu

    23

    1

    )( 21 ++= sssG

    Fig. 2

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    EE3302/EE3302E Industrial Control Systems/ Page 4

    Q.3 Consider the unit step response of a process in Fig. 3a.

    Time (s)

    y(t)

    0 1 2 3 4 5 6 70

    0.1

    0.2

    0.3

    0.4

    0.5

    0.6

    0.7

    0.8

    0.9

    1

    Fig. 3a

    (a) Using the Ziegler-Nichols step response method, find cK and iT of the PI controller

    +==

    i

    ccsT

    KsGsE

    sU 11)(

    )(

    )(

    (5 marks)

    (b) Using the area method, findpK , iT and L for the first-order plus dead-time model

    given as

    1)(

    )(

    )(

    +==

    sT

    eKsG

    sU

    sY sL

    p

    p

    (10 marks)

    (c) The controller )(sGc and the process )(sGp found in Parts (a) and (b) respectively are

    connected as shown in Fig. 3b. For a unit step change in )(tr , give the values of the

    control signal, )(tu , at (i) += 0t and (ii) =t . Assume that all initial conditions are at

    zeros and there is no need to show working.

    (10 marks)

    Fig. 3b

    )(sGc

    )(sGp

    )(sY )(sU)(sE )(sR

    +_

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    EE3302/EE3302E Industrial Control Systems/ Page 5

    Q.4 The output of the continuous time PID controller is given as

    )()()()( tDtItPtu ++=

    where

    )()( teKtPc=

    = t

    i

    c dtteT

    KtI

    0)()(

    dt

    tdyTK

    dt

    tdD

    N

    TtD dc

    d )()()( =

    The error signal and process output are given by )(te and )(ty respectively. cK , iT , dT

    and N are controller parameters. The digital implementation of the proportional

    controller, )(tP , is given as

    )()(kck

    teKtP =

    wherekt denotes the sampling instant.

    (a) Derive the digital implementation of the integral controller )( ktI .

    (10 marks)

    (b) Derive the digital implementation of the derivative controller )(ktD .

    (10 marks)

    (c) Give the computer code for the digital implementation of the PID controller

    (5 marks)

    END OF PAPER