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FUZZY LOGIC
05 Atharva Tanawade
07 Atharva Mahabal
OVERVIEW
 What is Fuzzy Logic?
 Where did it begin?
 Fuzzy Logic vs. Neural Networks
 Fuzzy Logic in Control Systems
 Fuzzy Logic in Other Fields
 Future
WHAT IS FUZZY LOGIC?
 Definition of fuzzy
 Fuzzy – “not clear, distinct, or precise; blurred”
 Definition of fuzzy logic
 A form of knowledge representation suitable for
notions that cannot be defined precisely, but which
depend upon their contexts.
TRADITIONAL REPRESENTATION OF
LOGIC
Slow Fast
Speed = 0 Speed = 1
bool speed;
get the speed
if ( speed == 0) {
// speed is slow
}
else {
// speed is fast
}
FUZZY LOGIC REPRESENTATION
CONT.
Slowest Fastest
float speed;
get the speed
if ((speed >= 0.0)&&(speed < 0.25)) {
// speed is slowest
}
else if ((speed >= 0.25)&&(speed < 0.5))
{
// speed is slow
}
else if ((speed >= 0.5)&&(speed < 0.75))
{
// speed is fast
}
else // speed >= 0.75 && speed < 1.0
{
// speed is fastest
}
Slow Fast
FUZZY LOGIC REPRESENTATION
 For every problem
must represent in
terms of fuzzy sets.
 What are fuzzy
sets?
Slowest
Fastest
Slow
Fast
[ 0.0 – 0.25 ]
[ 0.25 – 0.50 ]
[ 0.50 – 0.75 ]
[ 0.75 – 1.00 ]
ORIGINS OF FUZZY LOGIC
 Traces back to Ancient Greece
 Lotfi Asker Zadeh ( 1965 )
 First to publish ideas of fuzzy logic.
 Professor Toshire Terano ( 1972 )
 Organized the world's first working group on fuzzy
systems.
 F.L. Smidth & Co. ( 1980 )
 First to market fuzzy expert systems.
FUZZY LOGIC VS. NEURAL
NETWORKS
 How does a Neural Network work?
 Both model the human brain.
 Fuzzy Logic
 Neural Networks
 Both used to create behavioral
systems.
FUZZY LOGIC IN CONTROL
SYSTEMS
 Fuzzy Logic provides a more efficient and
resourceful way to solve Control Systems.
 Some Examples
 Temperature Controller
 Anti – Lock Break System ( ABS )
TEMPERATURE CONTROLLER
 The problem
 Change the speed of a heater fan, based off 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.
BENEFITS OF USING FUZZY LOGIC
ANTI LOCK BREAK SYSTEM ( ABS )
 Nonlinear and dynamic in nature
 Inputs for Intel Fuzzy ABS are derived from
 Brake
 4 WD
 Feedback
 Wheel speed
 Ignition
 Outputs
 Pulsewidth
 Error lamp
FUZZY LOGIC IN OTHER FIELDS
 Business
 Hybrid Modeling
 Expert Systems
CONCLUSION
 Fuzzy logic provides an alternative way to
represent linguistic and subjective attributes of
the real world in computing.
 It is able to be applied to control systems and
other applications in order to improve the
efficiency and simplicity of the design process.
FuzzyLogic.ppt

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FuzzyLogic.ppt

  • 1. FUZZY LOGIC 05 Atharva Tanawade 07 Atharva Mahabal
  • 2. OVERVIEW  What is Fuzzy Logic?  Where did it begin?  Fuzzy Logic vs. Neural Networks  Fuzzy Logic in Control Systems  Fuzzy Logic in Other Fields  Future
  • 3. WHAT IS FUZZY LOGIC?  Definition of fuzzy  Fuzzy – “not clear, distinct, or precise; blurred”  Definition of fuzzy logic  A form of knowledge representation suitable for notions that cannot be defined precisely, but which depend upon their contexts.
  • 4. TRADITIONAL REPRESENTATION OF LOGIC Slow Fast Speed = 0 Speed = 1 bool speed; get the speed if ( speed == 0) { // speed is slow } else { // speed is fast }
  • 5. FUZZY LOGIC REPRESENTATION CONT. Slowest Fastest float speed; get the speed if ((speed >= 0.0)&&(speed < 0.25)) { // speed is slowest } else if ((speed >= 0.25)&&(speed < 0.5)) { // speed is slow } else if ((speed >= 0.5)&&(speed < 0.75)) { // speed is fast } else // speed >= 0.75 && speed < 1.0 { // speed is fastest } Slow Fast
  • 6. FUZZY LOGIC REPRESENTATION  For every problem must represent in terms of fuzzy sets.  What are fuzzy sets? Slowest Fastest Slow Fast [ 0.0 – 0.25 ] [ 0.25 – 0.50 ] [ 0.50 – 0.75 ] [ 0.75 – 1.00 ]
  • 7. ORIGINS OF FUZZY LOGIC  Traces back to Ancient Greece  Lotfi Asker Zadeh ( 1965 )  First to publish ideas of fuzzy logic.  Professor Toshire Terano ( 1972 )  Organized the world's first working group on fuzzy systems.  F.L. Smidth & Co. ( 1980 )  First to market fuzzy expert systems.
  • 8. FUZZY LOGIC VS. NEURAL NETWORKS  How does a Neural Network work?  Both model the human brain.  Fuzzy Logic  Neural Networks  Both used to create behavioral systems.
  • 9. FUZZY LOGIC IN CONTROL SYSTEMS  Fuzzy Logic provides a more efficient and resourceful way to solve Control Systems.  Some Examples  Temperature Controller  Anti – Lock Break System ( ABS )
  • 10. TEMPERATURE CONTROLLER  The problem  Change the speed of a heater fan, based off 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.
  • 11. BENEFITS OF USING FUZZY LOGIC
  • 12. ANTI LOCK BREAK SYSTEM ( ABS )  Nonlinear and dynamic in nature  Inputs for Intel Fuzzy ABS are derived from  Brake  4 WD  Feedback  Wheel speed  Ignition  Outputs  Pulsewidth  Error lamp
  • 13. FUZZY LOGIC IN OTHER FIELDS  Business  Hybrid Modeling  Expert Systems
  • 14. CONCLUSION  Fuzzy logic provides an alternative way to represent linguistic and subjective attributes of the real world in computing.  It is able to be applied to control systems and other applications in order to improve the efficiency and simplicity of the design process.