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SPEED CONTROL OF DC
MOTOR BY FUZZY
CONTROLLER




 MD MUSTAFA KAMAL
 ROLL NO 112509
 M E (CONTROL AND INSTRUMENTATION)
INTRODUCTION

      The fuzzy logic, unlike conventional logic
system, is able to model inaccurate or imprecise
models. The fuzzy logic approach offers a simpler,
quicker and more reliable solution that is clear
advantages over conventional techniques. This
paper deals with speed control of Separately
Excited DC Motor through fuzzy logic Controller.
WHAT IS FUZZY LOGIC
CONTROLLERS ?

   It’s totally different from other controllers, fuzzy
    logic's principle is to think like an organic
    creature; human.
   A form of knowledge representation suitable for
    notions that cannot be defined precisely, but
    which depend upon their contexts.
HOW DOES IT WORKS?

        In fuzzy logic we define human readable
rules to form the target system. For instance
assume we want to control the room temperature,
first of all we define simple rules:
     If the room is hot then cool it down
     If the room is normal then don't change
      temperature
     If the room is cold then heat it up
HOW DOES IT WORKS? CONT….
BOOLEAN LOGIC REPRESENTATION




        Slow              Fast
       Speed = 0          Speed = 1

    bool speed;
    get the speed
    if ( speed == 0) {
           // speed is slow
    }
    else {
           // speed is fast
    }
FUZZY LOGIC REPRESENTATION
                           Slowest
   For every problem
                           [ 0.0 – 0.25 ]
    must represent in
    terms of fuzzy sets.
                           Slow
                           [ 0.25 – 0.50 ]

                           Fast
                           [ 0.50 – 0.75 ]

                           Fastest
                           [ 0.75 – 1.00 ]
FUZZY SETS

   Extension of Classical Sets
   Fuzzy set is sets with smooth boundary
   Membership function
       A fuzzy set defined by the function that maps
        objects in a domain of concern to their
        membership value in the set. Such a function
        is called membership function
FUZZY SET OPERATORS
   Union
       max (fA(x) , fB(x) )
   Intersection
       min (fA(x) , fB(x) )

   Complement
    Complement( fA(x) )
LINGUISTIC VARIABLE

   Linguistic variables are the input (or) output
    variable of the system. Whose values are in
    natural language.
   Example:

    The room is hot – linguistic value

    How much it is hot – linguistic variable
TEMPERATURE CONTROLLER
   The problem
       Change the speed of a heater fan, based upon the
        room temperature and humidity.
   A temperature control system has four settings
       Cold, Cool, Warm, and Hot
   Humidity can be defined by:
       Low, Medium, and High
   Using this we can define
    the fuzzy set.
STRUCTURE OF FUZZY LOGIC
CONTROLLER


              ADC



           FUZZIFIER



           INFERENCE
             ENGINE



           DEFUZZIFIER




              DAC
FUZZIFICATION
   Conversion of real input to fuzzy set values

PROCEDURE
   1.   Description   of   the   problem     in   an   acceptable
    mathematical form.
   2. Definition of the threshold for the variables, specifically
    the two extremes of the greatest and least degree of
    satisfaction.
   Based on the above threshold values a proper membership
    function is selected among those available e.g. linear,
    piece-wise linear, trapezoidal, parabolic... etc.
INFERENCE ENGINE
   Which makes the rules works in response to
    system inputs.
INFERENCE ENGINE CONT….

   These rules are human readable rules
   It is basically uses IF-THEN rules to manipulate
    input variables.
   Example

    IF( some function ) THEN( some function ).
DEFUZZIFICATION

      Changing fuzzy output back into numerical
values for system action

There are two major defuzzification techniques

1.Mean Of Maximum method (MOM)

2.Gravity center defuzzifier (GCD)
DEFUZZIFICATION CONT….
   Example

    let y = {0.1/2 + 0.8/3 + 1.0/4 + 0.8/5 +0.1/6} using
    GCD method we have



Y = ( 0.1*2 + 0.8*3 + 1.0*4 + 0.8*5 +0.1*6 )

            (0.1+ 0.8+ 1.0+ 0.8 +0.1)
Y=4
BLOCK DIAGRAM




   DC
            DC TO DC       DC
 VOLTAGE
           CONVERTER      MOTOR
 SOURCE




              PWM         FUZZY
           GENERATOR   CONTROLLER
SYSTEM DESCRIPTION

   Motor model :
   In this model the armature reaction is neglected.

   The Vf and If are maintained constant. That is

    field excited separately
   The armature voltage is controlled to get
    different speed
SYSTEM DESCRIPTION CONT….

      A linear model of a simple DC motor consists
of a mechanical equation and electrical equation as
determined in the following equations
SYSTEM DESCRIPTION CONT….

      The dynamic model of the system is formed
using these differential equations
SYSTEM DESCRIPTION CONT….
   DRIVER CIRCUIT :

    Here the DC to DC converter is used to control
    the armature voltage of the motor.

    The switches in the DC to DC converter are
    controlled by PWM inverter.

            The PWM which compares the corrected
    error(ce) signal generated by the fuzzy controller
    and reference signal.
SYSTEM DESCRIPTION CONT….

             Dc source




                              DC motor       Speed
             Thyristor
                             (armature)   measurements




               PWM          Fuzzy
             controller   controller


Ref signal
FUZZY LOGIC CONTROLLER

      In this controller the input is speed and the
output is voltage.The membership function is
figured between error and change in error. After
that using pre defined rule the controller produces
signal this signal is called control variable.it is
given to PWM current controller
THE RULE DATABASE TABLE
DISADVANTAGES OF FUZZY
SYSTEM

   It is not useful for programs much larger or
    smaller than the historical data.
   It requires a lot of data
   The estimators must be familiar with the
    historically developed programs
ADVANTAGES OVER
CONVENTIONAL CONTROL
TECHNIQUES
   Developing a fuzzy logic controller is cheaper
    than developing model based or other controller
    with comparable performance.
   Fuzzy logic controller are more robust than PID
    controllers because they can cover a much wider
    range of operating conditions.
   Fuzzy logic controller are customizable.
DISADVANTAGES OF FUZZY
SYSTEM

   It is not useful for programs much larger or
    smaller than the historical data.
   It requires a lot of data
   The estimators must be familiar with the
    historically developed programs
CONCLUSION

      Thus the fuzzy logic controller is sensitive to
variation of the reference speed attention. It is also
overcome the disadvantage of the use conventional
control sensitiveness to inertia variation and
sensitiveness to variation of the speed with drive
system of dc motor.
THANK YOU

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Speedcontrolofdcmotorbyfuzzycontroller 120320013939-phpapp01

  • 1. SPEED CONTROL OF DC MOTOR BY FUZZY CONTROLLER MD MUSTAFA KAMAL ROLL NO 112509 M E (CONTROL AND INSTRUMENTATION)
  • 2. INTRODUCTION The fuzzy logic, unlike conventional logic system, is able to model inaccurate or imprecise models. The fuzzy logic approach offers a simpler, quicker and more reliable solution that is clear advantages over conventional techniques. This paper deals with speed control of Separately Excited DC Motor through fuzzy logic Controller.
  • 3. WHAT IS FUZZY LOGIC CONTROLLERS ?  It’s totally different from other controllers, fuzzy logic's principle is to think like an organic creature; human.  A form of knowledge representation suitable for notions that cannot be defined precisely, but which depend upon their contexts.
  • 4. HOW DOES IT WORKS? In fuzzy logic we define human readable rules to form the target system. For instance assume we want to control the room temperature, first of all we define simple rules:  If the room is hot then cool it down  If the room is normal then don't change temperature  If the room is cold then heat it up
  • 5. HOW DOES IT WORKS? CONT….
  • 6. BOOLEAN LOGIC REPRESENTATION Slow Fast Speed = 0 Speed = 1 bool speed; get the speed if ( speed == 0) { // speed is slow } else { // speed is fast }
  • 7. FUZZY LOGIC REPRESENTATION Slowest  For every problem [ 0.0 – 0.25 ] must represent in terms of fuzzy sets. Slow [ 0.25 – 0.50 ] Fast [ 0.50 – 0.75 ] Fastest [ 0.75 – 1.00 ]
  • 8. FUZZY SETS  Extension of Classical Sets  Fuzzy set is sets with smooth boundary  Membership function  A fuzzy set defined by the function that maps objects in a domain of concern to their membership value in the set. Such a function is called membership function
  • 9. FUZZY SET OPERATORS  Union max (fA(x) , fB(x) )  Intersection min (fA(x) , fB(x) )  Complement Complement( fA(x) )
  • 10. LINGUISTIC VARIABLE  Linguistic variables are the input (or) output variable of the system. Whose values are in natural language.  Example: The room is hot – linguistic value How much it is hot – linguistic variable
  • 11. TEMPERATURE CONTROLLER  The problem  Change the speed of a heater fan, based upon the room temperature and humidity.  A temperature control system has four settings  Cold, Cool, Warm, and Hot  Humidity can be defined by:  Low, Medium, and High  Using this we can define the fuzzy set.
  • 12. STRUCTURE OF FUZZY LOGIC CONTROLLER ADC FUZZIFIER INFERENCE ENGINE DEFUZZIFIER DAC
  • 13. FUZZIFICATION  Conversion of real input to fuzzy set values PROCEDURE  1. Description of the problem in an acceptable mathematical form.  2. Definition of the threshold for the variables, specifically the two extremes of the greatest and least degree of satisfaction.  Based on the above threshold values a proper membership function is selected among those available e.g. linear, piece-wise linear, trapezoidal, parabolic... etc.
  • 14. INFERENCE ENGINE  Which makes the rules works in response to system inputs.
  • 15. INFERENCE ENGINE CONT….  These rules are human readable rules  It is basically uses IF-THEN rules to manipulate input variables.  Example IF( some function ) THEN( some function ).
  • 16. DEFUZZIFICATION Changing fuzzy output back into numerical values for system action There are two major defuzzification techniques 1.Mean Of Maximum method (MOM) 2.Gravity center defuzzifier (GCD)
  • 17. DEFUZZIFICATION CONT….  Example let y = {0.1/2 + 0.8/3 + 1.0/4 + 0.8/5 +0.1/6} using GCD method we have Y = ( 0.1*2 + 0.8*3 + 1.0*4 + 0.8*5 +0.1*6 ) (0.1+ 0.8+ 1.0+ 0.8 +0.1) Y=4
  • 18. BLOCK DIAGRAM DC DC TO DC DC VOLTAGE CONVERTER MOTOR SOURCE PWM FUZZY GENERATOR CONTROLLER
  • 19. SYSTEM DESCRIPTION  Motor model :  In this model the armature reaction is neglected.  The Vf and If are maintained constant. That is field excited separately  The armature voltage is controlled to get different speed
  • 20. SYSTEM DESCRIPTION CONT…. A linear model of a simple DC motor consists of a mechanical equation and electrical equation as determined in the following equations
  • 21. SYSTEM DESCRIPTION CONT…. The dynamic model of the system is formed using these differential equations
  • 22. SYSTEM DESCRIPTION CONT….  DRIVER CIRCUIT : Here the DC to DC converter is used to control the armature voltage of the motor. The switches in the DC to DC converter are controlled by PWM inverter. The PWM which compares the corrected error(ce) signal generated by the fuzzy controller and reference signal.
  • 23. SYSTEM DESCRIPTION CONT…. Dc source DC motor Speed Thyristor (armature) measurements PWM Fuzzy controller controller Ref signal
  • 24. FUZZY LOGIC CONTROLLER In this controller the input is speed and the output is voltage.The membership function is figured between error and change in error. After that using pre defined rule the controller produces signal this signal is called control variable.it is given to PWM current controller
  • 26.
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  • 28. DISADVANTAGES OF FUZZY SYSTEM  It is not useful for programs much larger or smaller than the historical data.  It requires a lot of data  The estimators must be familiar with the historically developed programs
  • 29. ADVANTAGES OVER CONVENTIONAL CONTROL TECHNIQUES  Developing a fuzzy logic controller is cheaper than developing model based or other controller with comparable performance.  Fuzzy logic controller are more robust than PID controllers because they can cover a much wider range of operating conditions.  Fuzzy logic controller are customizable.
  • 30. DISADVANTAGES OF FUZZY SYSTEM  It is not useful for programs much larger or smaller than the historical data.  It requires a lot of data  The estimators must be familiar with the historically developed programs
  • 31. CONCLUSION Thus the fuzzy logic controller is sensitive to variation of the reference speed attention. It is also overcome the disadvantage of the use conventional control sensitiveness to inertia variation and sensitiveness to variation of the speed with drive system of dc motor.