Mechanical Engineering Exam Questions: Electrical & Electronic - Section A, Exams of Electrical Engineering

Six questions from the autumn 2007 exam for the bachelor of engineering (honours) in mechanical engineering's stage 2 electrical & electronic engineering module. The questions cover topics such as logic gates, karnaugh maps, flip flops, operational amplifiers, and resistor networks. Students are required to answer using separate answer books for each section and are given instructions for each question. The examiners are listed as dr. R. A. Guinee, mr. P. Collins, mr. P. Clarke, and prof. M. Gilchrist.

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2012/2013

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Cork Institute of Technology
Bachelor of Engineering (Honours) in Mechanical Engineering- Stage 2
(NFQ Level 8)
Autumn 2007
Electrical & Electronic Engineering
(Time: 3 Hours)
Instructions
Answer SIX questions – three from each
section.
Use separate answer books for each Section.
Examiners: Dr. R. A. Guinee
Mr. P. Collins
Mr. P. Clarke
Prof. M. Gilchrist
Section A
Q1. (a) Draw the ANSI symbol for a two input NAND, NOR and EXOR gates complete with
a truth table and Boolean expression in each case. (3%)
(b) State and prove De Morgan's laws for 3 input variable using truth tables. (5%)
(c) State the principle of duality by means of the NAND gate Boolean expression:
R
A
B
=. (3%)
(d) Draw the simplest logic circuit to perform the following function using NAND gates
only: FA
C
DA
B
DA
C
D=+
+
. . . . . . ( 3
2
5%)
[
3
2
16 %]
Q2. (a) Write a minimum sum of products expressions for the Karnaugh map of the logic
switching operation in Fig. Q2. (4%)
(b) Minimise the Boolean expression: DBCACDBADCACBAF ++++=
by means of (i) Boolean reduction and (ii) Karnaugh map.
Which do you think is the easiest method to use? ( 3
2
8%)
(c) Draw the logic circuit of the minimized expression in part (b) of your answer. (4%)
[ 3
2
16 %]
DC
DC
C ·D
DC
1 0 1 1
0 0 0 0
0 0 1 0
1 0 1 1
B
A
B
A
A
·B B
A
Fig.Q2
pf3
pf4
pf5

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Cork Institute of Technology

Bachelor of Engineering (Honours) in Mechanical Engineering- Stage 2

(NFQ Level 8)

Autumn 2007

Electrical & Electronic Engineering

(Time: 3 Hours)

Instructions Answer SIX questions – three from each section. Use separate answer books for each Section.

Examiners: Dr. R. A. Guinee Mr. P. Collins Mr. P. Clarke Prof. M. Gilchrist

Section A

Q1. (a) Draw the ANSI symbol for a two input NAND, NOR and EXOR gates complete with a truth table and Boolean expression in each case. (3%) (b) State and prove De Morgan's laws for 3 input variable using truth tables. (5%) (c) State the principle of duality by means of the NAND gate Boolean expression: R = A. B (3%) (d) Draw the simplest logic circuit to perform the following function using NAND gates only: F = A C D.. + A B D.. + A C D.. ( 5 23 %) [ 16 23 %]

Q2. (a) Write a minimum sum of products expressions for the Karnaugh map of the logic switching operation in Fig. Q2. (4%)

(b) Minimise the Boolean expression: F = ABC + ACD + ABD + AC + BCD by means of (i) Boolean reduction and (ii) Karnaugh map. Which do you think is the easiest method to use? ( 8 23 %) (c) Draw the logic circuit of the minimized expression in part (b) of your answer. (4%) [ 16 23 %]

CD CD C ·D CD

AB AB A·B AB

Fig.Q

Q3. (a) Draw the logic circuit of a clocked SR flip flop using NAND gates. Examine the response of the flip flop via a truth table for the various input combinations and comment. What is the role of the clock input in such a circuit and point out any difficulties in circuit operation? ( 5 23 %) (b) Using the clocked SR flip flop in part (a) draw the logic circuit block diagram of a JK Flip Flop and complete its truth table. What operational feature does the JK flip flop have over that of the SR device? (6%) (c) Draw the block schematic of a 4 stage serial in parallel out shift register using D type flip flops. Examine the operation of the shift register using a state table for each stage in the loading of the binary number 1101. (5%) [ 16 23 %]

Q4. (a) List the parameters of an ideal operational amplifier and explain the concept of virtual ground using a simple circuit diagram (3%)

R 2

R 1

Vo

V (^2) Fig****. Q

(b) Show that the voltage gain for the circuit in Fig.Q4 is Avf = 1 + R 2 R 1. Explain how the circuit can be modified as a voltage follower. ( 6 23 %) (c) Explain how the circuit in Fig. Q4 can be modified, via a circuit diagram, to provide a

difference amplifier such that v o = RR^21 ( V 2 − V 1 )

where V 1 is the additional input to the inverting terminal. (7%) [ 16 23 %]

Q6. (a) Use Mesh analysis to find the current flowing in each resistor in the circuit in Fig Q6. [ 8^1 / 3 marks ]

30V 20V

FIGURE Q (b) Use Node analysis to verify the results in part (a). [ 8^1 / 3 marks ]

Q7. (a) Explain , briefly , the following terms :

  1. the RMS value of a sine wave voltage.
  2. the periodic time of a sine wave voltage.
  3. the frequency of a sine wave voltage. [ 1 2 / 3 marks ]

(b) For the circuit shown in Fig Q7 , find

  1. the impedance of the RLC circuit in complex form.
  2. the magnitude of the impedance.
  3. the RMS current.
  4. the angle between the current and the applied voltage.
  5. the resonant frequency of the RLC circuit. [ 15 marks ]

10Sin(100πt)

1H

5 μF

FIGURE Q

Q8. (a) A circuit of resistance 10Ω and inductance 76.4mH in series is connected to a 130V , 50Hz supply. Calculate the power factor. [ 6^2 / 3 marks ] (b) A 200-V, 50-Hz motor-pump set lifts 600 kg of water per minute through a height of 20m. If the overall efficiency of the set is 61.3%, and the current taken 20A, calculate

  1. the power factor of the motor
  2. the value of the parallel capacitance required to improve the power factor to unity. [ 10 marks ]