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This document provides an overview of fuzzy logic, including its definition, origins, representation, applications in control systems, and comparison to neural networks. Fuzzy logic is a form of knowledge representation that accounts for imprecision through fuzzy sets rather than binary logic. It was first developed by Lotfi Asker Zadeh in 1965 and has been used to create behavioral control systems, such as temperature controllers and anti-lock braking systems, that can handle nonlinear and dynamic problems more efficiently than traditional approaches.

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Rafida Nariswari
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0% found this document useful (0 votes)
25 views1 page

Print Fuzzy Logic Fixxxx

This document provides an overview of fuzzy logic, including its definition, origins, representation, applications in control systems, and comparison to neural networks. Fuzzy logic is a form of knowledge representation that accounts for imprecision through fuzzy sets rather than binary logic. It was first developed by Lotfi Asker Zadeh in 1965 and has been used to create behavioral control systems, such as temperature controllers and anti-lock braking systems, that can handle nonlinear and dynamic problems more efficiently than traditional approaches.

Uploaded by

Rafida Nariswari
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
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Download as PDF, TXT or read online on Scribd
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TRADITIONAL REPRESENTATION

OF LOGIC
OVERVIEW WHAT IS FUZZY LOGIC?

 What is Fuzzy Logic?  Definition of fuzzy

Where did it begin?  Fuzzy – “not clear, distinct, or precise; blurred”


 Slow Fast
 Fuzzy Logic vs. Neural Networks  Definition of fuzzy logic Speed = 0 Speed = 1

 A form of knowledge representation suitable for bool speed;


 Fuzzy Logic in Control Systems get the speed
notions that cannot be defined precisely, but which if ( speed == 0) {

FUZZY LOGIC  Fuzzy Logic in Other Fields


depend upon their contexts.
// speed is slow
}
else {
Shane Warren  Future // speed is fast
Brittney Ballard }

FUZZY LOGIC REPRESENTATION


CONT. FUZZY LOGIC VS. NEURAL
FUZZY LOGIC REPRESENTATION ORIGINS OF FUZZY LOGIC NETWORKS
Slowest  Traces back to Ancient Greece
 For every problem  How does a Neural Network work?
[ 0.0 – 0.25 ]
must represent in  Lotfi Asker Zadeh ( 1965 )
terms of fuzzy sets.  Both model the human brain.
Slow Slowest Slow Fast Fastest  First to publish ideas of fuzzy logic.
float speed;  Fuzzy Logic
[ 0.25 – 0.50 ] get the speed
 What are fuzzy if ((speed >= 0.0)&&(speed < 0.25)) {  Professor Toshire Terano ( 1972 )  Neural Networks
sets? // speed is slowest
Fast }
 Organized the world's first working group on fuzzy
else if ((speed >= 0.25)&&(speed < 0.5))
{
 Both used to create behavioral
[ 0.50 – 0.75 ] // speed is slow systems.
}
else if ((speed >= 0.5)&&(speed < 0.75))
systems.
Fastest {  F.L. Smidth & Co. ( 1980 )
// speed is fast
[ 0.75 – 1.00 ] }
else // speed >= 0.75 && speed < 1.0
 First to market fuzzy expert systems.
{
// speed is fastest
}

FUZZY LOGIC IN CONTROL TEMPERATURE CONTROLLER


SYSTEMS BENEFITS OF USING FUZZY LOGIC ANTI LOCK BREAK SYSTEM ( ABS )
 The problem
 Change the speed of a heater fan, based off the room  Nonlinear and dynamic in nature
 Fuzzy Logic provides a more efficient and temperature and humidity.
 Inputs for Intel Fuzzy ABS are derived from
resourceful way to solve Control Systems.  A temperature control system has four settings  Brake
 Cold, Cool, Warm, and Hot
 Some Examples  4 WD
 Humidity can be defined by:  Feedback
 Temperature Controller Low, Medium, and High
  Wheel speed
 Anti – Lock Break System ( ABS )  Using this we can define  Ignition
the fuzzy set.  Outputs
 Pulsewidth
 Error lamp

FUZZY LOGIC IN OTHER FIELDS CONCLUSION

 Business  Fuzzy logic provides an alternative way to

 Hybrid Modeling represent linguistic and subjective attributes of


the real world in computing.
 Expert Systems
 It is able to be applied to control systems and
other applications in order to improve the
efficiency and simplicity of the design process.

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