DEPARTMENT
OF ELECTRICAL AND ELECTRONICS ENGINEERING
QUESTION
BANK
Subject Code
& Name: IC1403 NEURAL NETWORK AND
FUZZY LOGIC Control
Year / Sem : 4
EEE / VIII / Elective
UNIT
I
ARCHITECTURES
PART A 2MARKS
1. Define the term ‘axon’.
2. Write about ‘synapse’.
3. Define
artificial neural network.
4. Give two
examples for the application of ANN.
5. Draw a
typical McCulloch-Pitts neuron model.
6. Name two
learning rules.
7. Write briefly
about supervised learning.
8. Define
preceptron.
9. What is meant
by multilayer ANN?
10. Define the
term “back propagation”.
PART B 16 MARKS
1. Explain
briefly the operation of biological neural network with a simple sketch.
2. Discuss
supervised learning and unsupervised learning.
3. Describe
preceptron learning rule and delta learning rule.
4. Write
about Hebbian learning and Widrow-Hoft learning rule.
5. Describe
winner-take-all learning rule and outstar learning rule.
6. Describe
back propagation and features of back propagation.
7. Describe
McCulloch-Pitts neuron model in detail.
8. Write
about performance of back propagation learning.
9. What
are the limitations of back propagation learning? Explain in detail.
10. Discuss
a few tasks that can be performed by a back propagation network.
UNIT
II
NEURAL
NETWORKS FOR CONTROL
PART A ( 2 MARKS )
1. What
do you mean by networks?
2. Draw
the diagram for boltzman machine.
3. Draw
the diagram for hop field networks.
4. What
is meant by feedback networks?
5. What
do you by transient response?
6. List
out any two application of neural networks used for controlling.
7. Explain
boltzman machine.
8. List
out the uses of hop field networks.
9. Give
any two application of boltzman machine.
PART B ( 16 MARKS )
1. Distinguish
between hop field continuous and discrete models.
2. Bring
out the salient features of boltzman machine.
3. What
is meant by converter propagation? Explain briefly.
4. Explain
briefly the back propagation technique.
5. Explain
how the ANN can be used for process identification with neat sketch.
6. Discuss
the sep by step procedure of back propagation learning algorithm in detail.
7. State
the advantages and disadvantages of back propagation.
8. Explain
the transient response of continuous time networks.
9. Explain
the feedback networks of ANN for controlling process.
10. Explain
how ANN can be used for neuro controller for inverted pendulum.
UNIT
III
FUZZY
SYSTEMS
PART A ( 2 MARKS )
1. Define
probability.
2. Name
the three types of ambiguities.
3. Define
classical set.
4. What
is meant by universe of discourse?
5. With
a neat sketch write about non non-conventional fuzzy set.
6. Name
the different fuzzy set operations.
7. Define
fuzziness.
8. Write
De Morgan’s law.
9. Define
power set.
10. Define
fuzzification.
PART B ( 16 MARKS )
1. Differentiate
fuzzy set from classical set and name the properties of classical (crisp) sets.
2. A =
{(1/2) + (0.5/3) + (0.3/4) + (0.2/5)}, (8)
3. B =
{(0.5/2) + (0.7/3) + (0.2/4) + (0.4/5)} Calculate the several operation of the
fuzzy set. (8)
4. Discuss
varies properties and operations on crisp relation. (16)
5. Describe
fuzzy relation. (16)
6. Explain
the operation of fuzzy sets with a suitable example. (16)
7. Write
about conditional fuzzy proposition and unconditional fuzzy proposition.
Explain fuzzy
8. associate
memory (FAM) with a suitable example. (16)
9. Define
defuzzification and explain the different defuzzification methods. (16)
10. Explain
fuzzy Cartesian and composition with a suitable example. (16)
11. Explain
the concept of fuzzy set with suitable examples. (16)
12. Explain
the terms (16)
a.
Fuzziness
b.
Power set.
c.
Union of two sets.
d.
Complement of two sets.
e.
Difference of two sets.
UNIT
IV
FUZZY
LOGIC CONTROL
PART A ( 2 MARKS )
1. Define
membership function.
2. Mention
the properties of ג cut .
3. What
is meant by implication?
4. What
is the role of membership function in fuzzy logic?
5. Define
Lambda-cuts for fuzzy set.
6. Write
about classical predicate logic.
7. Define
tautologies.
8. List
down common tautologies.
9. Define
adopticee fuzzy system.
10. What
for genetic algorithm is used?
PART B ( 16 MARKS )
1. Write
the components of a fuzzy logic system and explain them. (16)
2. Explain
min-max method of implication with a suitable example. (16)
3. Explain
monotonic (proportional) reasoning. (16)
4. Who
is a knowledge engineer? Write about extracting information from knowledge
engineer.(16)
5. Explain
the various ways by which membership values can be assigned to fuzzy variables.
(16)
6. Discuss
the various special features of the membership function. (16)
7. With
a neat sketch discuss the major components of fuzzy controller. (16)
8. Write
about genetic algorithm and its application. (16)
9. Write
the different deterministic form of classical decision-making theories and
explain any
10. two.
(16)
11. 10)Write
short notes on (16)
a.
Lambda-cut.
b.
Knowledge base.
c.
Adopticee fuzzy system.
UNIT
V
APPLICATION
OF FLC
PART A ( 2 MARKS )
1. What
are the rules based format used to represent the fuzzy information?
2. What
is image processing?
3. Define
image and pixel.
4. State
two assumptions in fuzzy control system design.
5. Name
the principal design elements in a general fuzzy logic control system.
6. Draw
a schematic diagram of a typical closed-loop fuzzy control situation.
7. Define
“sensor” connected with fuzzy control system.
8. Name
the two control system.
9. A
simple fuzzy logic control system has some features: Name any two.
10. Write
two sentences about neuro fuzzy controller.
PART B ( 16
MARKS )
1. Explain
the importance of fuzzi logic control in various fields. (16)
2. Explain
the fuzzy logic is being implemented for image processing. (16)
3. Discuss
the home heating system with fuzzy logic control. (16)
4. Explain
the technique “fuzzy logic blood pressure during anesthesia” in a brief manner.
(16)
5. What
are the components of fuzzy logic control and explain them in detail with block
diagram? (16)
6. What
do you mean by neuro fuzzy controller and explain in detail. (16)
7. List
out the importance of the neuro fuzzy controller in other fields. (16)
8. Explain
in detail any one application of neuro fuzzy techniques in power systems. (16)
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